CINXE.COM
(PDF) Sur les solutions invariantes et conditionnellement invariantes des equations de la MHD (Ph.D) | Philippe Yves Picard - Academia.edu
<!DOCTYPE html> <html > <head> <meta charset="utf-8"> <meta rel="search" type="application/opensearchdescription+xml" href="/open_search.xml" title="Academia.edu"> <meta content="width=device-width, initial-scale=1" name="viewport"> <meta name="google-site-verification" content="bKJMBZA7E43xhDOopFZkssMMkBRjvYERV-NaN4R6mrs"> <meta name="csrf-param" content="authenticity_token" /> <meta name="csrf-token" content="bsYFYVIIMGZvtZQ6ouzALC1GNjoiCX69Thf02cXTi5+T0lZlKVH+dpjEagEeH74CupEYgVWMwhfQ59ERpMgV4A==" /> <meta name="citation_title" content="Sur les solutions invariantes et conditionnellement invariantes des equations de la MHD (Ph.D)" /> <meta name="citation_author" content="Philippe Yves Picard" /> <meta name="twitter:card" content="summary" /> <meta name="twitter:url" content="https://www.academia.edu/7569508/Sur_les_solutions_invariantes_et_conditionnellement_invariantes_des_equations_de_la_MHD_Ph_D_" /> <meta name="twitter:title" content="Sur les solutions invariantes et conditionnellement invariantes des equations de la MHD (Ph.D)" /> <meta name="twitter:description" content="Academia.edu is a platform for academics to share research papers." /> <meta name="twitter:image" content="https://0.academia-photos.com/13315004/3741824/4383174/s200_philippe_yves.picard.jpg_oh_265253a6c287b8a113066fac7ffce561_oe_5430df51___gda___1410576349_e58d9f73d3f251ddc0674371f0a81ce8" /> <meta property="fb:app_id" content="2369844204" /> <meta property="og:type" content="article" /> <meta property="og:url" content="https://www.academia.edu/7569508/Sur_les_solutions_invariantes_et_conditionnellement_invariantes_des_equations_de_la_MHD_Ph_D_" /> <meta property="og:title" content="Sur les solutions invariantes et conditionnellement invariantes des equations de la MHD (Ph.D)" /> <meta property="og:image" content="http://a.academia-assets.com/images/open-graph-icons/fb-paper.gif" /> <meta property="og:description" content="Sur les solutions invariantes et conditionnellement invariantes des equations de la MHD (Ph.D)" /> <meta property="article:author" content="https://independent.academia.edu/PhilippeYvesPicard" /> <meta name="description" content="Sur les solutions invariantes et conditionnellement invariantes des equations de la MHD (Ph.D)" /> <title>(PDF) Sur les solutions invariantes et conditionnellement invariantes des equations de la MHD (Ph.D) | Philippe Yves Picard - Academia.edu</title> <link rel="canonical" href="https://www.academia.edu/7569508/Sur_les_solutions_invariantes_et_conditionnellement_invariantes_des_equations_de_la_MHD_Ph_D_" /> <script async src="https://www.googletagmanager.com/gtag/js?id=G-5VKX33P2DS"></script> <script> window.dataLayer = window.dataLayer || []; function gtag(){dataLayer.push(arguments);} gtag('js', new Date()); gtag('config', 'G-5VKX33P2DS', { cookie_domain: 'academia.edu', send_page_view: false, }); gtag('event', 'page_view', { 'controller': "single_work", 'action': "show", 'controller_action': 'single_work#show', 'logged_in': 'false', 'edge': 'unknown', // Send nil if there is no A/B test bucket, in case some records get logged // with missing data - that way we can distinguish between the two cases. // ab_test_bucket should be of the form <ab_test_name>:<bucket> 'ab_test_bucket': null, }) </script> <script> var $controller_name = 'single_work'; var $action_name = "show"; var $rails_env = 'production'; var $app_rev = 'c7ac46e400875c3b13c788ad246730fe5f6b36cc'; var $domain = 'academia.edu'; var $app_host = "academia.edu"; var $asset_host = "academia-assets.com"; var $start_time = new Date().getTime(); var $recaptcha_key = "6LdxlRMTAAAAADnu_zyLhLg0YF9uACwz78shpjJB"; var $recaptcha_invisible_key = "6Lf3KHUUAAAAACggoMpmGJdQDtiyrjVlvGJ6BbAj"; var $disableClientRecordHit = false; </script> <script> window.require = { config: function() { return function() {} } } </script> <script> window.Aedu = window.Aedu || {}; window.Aedu.hit_data = null; window.Aedu.serverRenderTime = new Date(1732754096000); window.Aedu.timeDifference = new Date().getTime() - 1732754096000; </script> <script type="application/ld+json">{"@context":"https://schema.org","@type":"ScholarlyArticle","abstract":null,"author":[{"@context":"https://schema.org","@type":"Person","name":"Philippe Yves Picard"}],"contributor":[],"dateCreated":"2014-07-05","dateModified":null,"datePublished":null,"headline":"Sur les solutions invariantes et conditionnellement invariantes des equations de la MHD (Ph.D)","inLanguage":"fr","keywords":["Mathematical Physics","Plasma Physics","Lie Groups","Lie point symmetries of Differential Equations"],"locationCreated":null,"publication":null,"publisher":{"@context":"https://schema.org","@type":"Organization","name":null},"image":null,"thumbnailUrl":null,"url":"https://www.academia.edu/7569508/Sur_les_solutions_invariantes_et_conditionnellement_invariantes_des_equations_de_la_MHD_Ph_D_","sourceOrganization":[{"@context":"https://schema.org","@type":"EducationalOrganization","name":null}]}</script><link rel="stylesheet" media="all" href="//a.academia-assets.com/assets/single_work_page/loswp-102fa537001ba4d8dcd921ad9bd56c474abc201906ea4843e7e7efe9dfbf561d.css" /><link rel="stylesheet" media="all" href="//a.academia-assets.com/assets/design_system/body-8d679e925718b5e8e4b18e9a4fab37f7eaa99e43386459376559080ac8f2856a.css" /><link rel="stylesheet" media="all" href="//a.academia-assets.com/assets/design_system/button-3cea6e0ad4715ed965c49bfb15dedfc632787b32ff6d8c3a474182b231146ab7.css" /><link rel="stylesheet" media="all" href="//a.academia-assets.com/assets/design_system/text_button-73590134e40cdb49f9abdc8e796cc00dc362693f3f0f6137d6cf9bb78c318ce7.css" /><link crossorigin="" href="https://fonts.gstatic.com/" rel="preconnect" /><link href="https://fonts.googleapis.com/css2?family=DM+Sans:ital,opsz,wght@0,9..40,100..1000;1,9..40,100..1000&family=Gupter:wght@400;500;700&family=IBM+Plex+Mono:wght@300;400&family=Material+Symbols+Outlined:opsz,wght,FILL,GRAD@20,400,0,0&display=swap" rel="stylesheet" /><link rel="stylesheet" media="all" href="//a.academia-assets.com/assets/design_system/common-10fa40af19d25203774df2d4a03b9b5771b45109c2304968038e88a81d1215c5.css" /> </head> <body> <div id='react-modal'></div> <div class="js-upgrade-ie-banner" style="display: none; text-align: center; padding: 8px 0; background-color: #ebe480;"><p style="color: #000; font-size: 12px; margin: 0 0 4px;">Academia.edu no longer supports Internet Explorer.</p><p style="color: #000; font-size: 12px; margin: 0;">To browse Academia.edu and the wider internet faster and more securely, please take a few seconds to <a href="https://www.academia.edu/upgrade-browser">upgrade your browser</a>.</p></div><script>// Show this banner for all versions of IE if (!!window.MSInputMethodContext || /(MSIE)/.test(navigator.userAgent)) { document.querySelector('.js-upgrade-ie-banner').style.display = 'block'; }</script> <div class="bootstrap login"><div class="modal fade login-modal" id="login-modal"><div class="login-modal-dialog modal-dialog"><div class="modal-content"><div class="modal-header"><button class="close close" data-dismiss="modal" type="button"><span aria-hidden="true">×</span><span class="sr-only">Close</span></button><h4 class="modal-title text-center"><strong>Log In</strong></h4></div><div class="modal-body"><div class="row"><div class="col-xs-10 col-xs-offset-1"><button class="btn btn-fb btn-lg btn-block btn-v-center-content" id="login-facebook-oauth-button"><svg style="float: left; width: 19px; line-height: 1em; margin-right: .3em;" aria-hidden="true" focusable="false" data-prefix="fab" data-icon="facebook-square" class="svg-inline--fa fa-facebook-square fa-w-14" role="img" xmlns="http://www.w3.org/2000/svg" viewBox="0 0 448 512"><path fill="currentColor" d="M400 32H48A48 48 0 0 0 0 80v352a48 48 0 0 0 48 48h137.25V327.69h-63V256h63v-54.64c0-62.15 37-96.48 93.67-96.48 27.14 0 55.52 4.84 55.52 4.84v61h-31.27c-30.81 0-40.42 19.12-40.42 38.73V256h68.78l-11 71.69h-57.78V480H400a48 48 0 0 0 48-48V80a48 48 0 0 0-48-48z"></path></svg><small><strong>Log in</strong> with <strong>Facebook</strong></small></button><br /><button class="btn btn-google btn-lg btn-block btn-v-center-content" id="login-google-oauth-button"><svg style="float: left; width: 22px; line-height: 1em; margin-right: .3em;" aria-hidden="true" focusable="false" data-prefix="fab" data-icon="google-plus" class="svg-inline--fa fa-google-plus fa-w-16" role="img" xmlns="http://www.w3.org/2000/svg" viewBox="0 0 512 512"><path fill="currentColor" d="M256,8C119.1,8,8,119.1,8,256S119.1,504,256,504,504,392.9,504,256,392.9,8,256,8ZM185.3,380a124,124,0,0,1,0-248c31.3,0,60.1,11,83,32.3l-33.6,32.6c-13.2-12.9-31.3-19.1-49.4-19.1-42.9,0-77.2,35.5-77.2,78.1S142.3,334,185.3,334c32.6,0,64.9-19.1,70.1-53.3H185.3V238.1H302.2a109.2,109.2,0,0,1,1.9,20.7c0,70.8-47.5,121.2-118.8,121.2ZM415.5,273.8v35.5H380V273.8H344.5V238.3H380V202.8h35.5v35.5h35.2v35.5Z"></path></svg><small><strong>Log in</strong> with <strong>Google</strong></small></button><br /><style type="text/css">.sign-in-with-apple-button { width: 100%; height: 52px; border-radius: 3px; border: 1px solid black; cursor: pointer; }</style><script src="https://appleid.cdn-apple.com/appleauth/static/jsapi/appleid/1/en_US/appleid.auth.js" type="text/javascript"></script><div class="sign-in-with-apple-button" data-border="false" data-color="white" id="appleid-signin"><span ="Sign Up with Apple" class="u-fs11"></span></div><script>AppleID.auth.init({ clientId: 'edu.academia.applesignon', scope: 'name email', redirectURI: 'https://www.academia.edu/sessions', state: "09501b47c0c2fe7161d1cc78c39c35e056068e1e52c2e9701f2ce27c91d98780", });</script><script>// Hacky way of checking if on fast loswp if (window.loswp == null) { (function() { const Google = window?.Aedu?.Auth?.OauthButton?.Login?.Google; const Facebook = window?.Aedu?.Auth?.OauthButton?.Login?.Facebook; if (Google) { new Google({ el: '#login-google-oauth-button', rememberMeCheckboxId: 'remember_me', track: null }); } if (Facebook) { new Facebook({ el: '#login-facebook-oauth-button', rememberMeCheckboxId: 'remember_me', track: null }); } })(); }</script></div></div></div><div class="modal-body"><div class="row"><div class="col-xs-10 col-xs-offset-1"><div class="hr-heading login-hr-heading"><span class="hr-heading-text">or</span></div></div></div></div><div class="modal-body"><div class="row"><div class="col-xs-10 col-xs-offset-1"><form class="js-login-form" action="https://www.academia.edu/sessions" accept-charset="UTF-8" method="post"><input name="utf8" type="hidden" value="✓" autocomplete="off" /><input type="hidden" name="authenticity_token" value="1D8clgLcWQtdxPi7o6AnnAv26aVsPnMSwrfCxJajiNEpK0+SeYWXG6q1BoAfU1mynCHHHhu7z7hcR+cM97gWrg==" autocomplete="off" /><div class="form-group"><label class="control-label" for="login-modal-email-input" style="font-size: 14px;">Email</label><input class="form-control" id="login-modal-email-input" name="login" type="email" /></div><div class="form-group"><label class="control-label" for="login-modal-password-input" style="font-size: 14px;">Password</label><input class="form-control" id="login-modal-password-input" name="password" type="password" /></div><input type="hidden" name="post_login_redirect_url" id="post_login_redirect_url" value="https://www.academia.edu/7569508/Sur_les_solutions_invariantes_et_conditionnellement_invariantes_des_equations_de_la_MHD_Ph_D_" autocomplete="off" /><div class="checkbox"><label><input type="checkbox" name="remember_me" id="remember_me" value="1" checked="checked" /><small style="font-size: 12px; margin-top: 2px; display: inline-block;">Remember me on this computer</small></label></div><br><input type="submit" name="commit" value="Log In" class="btn btn-primary btn-block btn-lg js-login-submit" data-disable-with="Log In" /></br></form><script>typeof window?.Aedu?.recaptchaManagedForm === 'function' && window.Aedu.recaptchaManagedForm( document.querySelector('.js-login-form'), document.querySelector('.js-login-submit') );</script><small style="font-size: 12px;"><br />or <a data-target="#login-modal-reset-password-container" data-toggle="collapse" href="javascript:void(0)">reset password</a></small><div class="collapse" id="login-modal-reset-password-container"><br /><div class="well margin-0x"><form class="js-password-reset-form" action="https://www.academia.edu/reset_password" accept-charset="UTF-8" method="post"><input name="utf8" type="hidden" value="✓" autocomplete="off" /><input type="hidden" name="authenticity_token" value="Ua/ZLJCqWSXLe/Ge5bwRD6HXJRSTbQ81WTubx5l2Toisu4oo6/OXNTwKD6VZT28hNgALr+Tos5/Hy74P+G3Q9w==" autocomplete="off" /><p>Enter the email address you signed up with and we'll email you a reset link.</p><div class="form-group"><input class="form-control" name="email" type="email" /></div><input class="btn btn-primary btn-block g-recaptcha js-password-reset-submit" data-sitekey="6Lf3KHUUAAAAACggoMpmGJdQDtiyrjVlvGJ6BbAj" type="submit" value="Email me a link" /></form></div></div><script> require.config({ waitSeconds: 90 })(["https://a.academia-assets.com/assets/collapse-45805421cf446ca5adf7aaa1935b08a3a8d1d9a6cc5d91a62a2a3a00b20b3e6a.js"], function() { // from javascript_helper.rb $("#login-modal-reset-password-container").on("shown.bs.collapse", function() { $(this).find("input[type=email]").focus(); }); }); </script> </div></div></div><div class="modal-footer"><div class="text-center"><small style="font-size: 12px;">Need an account? <a rel="nofollow" href="https://www.academia.edu/signup">Click here to sign up</a></small></div></div></div></div></div></div><script>// If we are on subdomain or non-bootstrapped page, redirect to login page instead of showing modal (function(){ if (typeof $ === 'undefined') return; var host = window.location.hostname; if ((host === $domain || host === "www."+$domain) && (typeof $().modal === 'function')) { $("#nav_log_in").click(function(e) { // Don't follow the link and open the modal e.preventDefault(); $("#login-modal").on('shown.bs.modal', function() { $(this).find("#login-modal-email-input").focus() }).modal('show'); }); } })()</script> <div id="fb-root"></div><script>window.fbAsyncInit = function() { FB.init({ appId: "2369844204", version: "v8.0", status: true, cookie: true, xfbml: true }); // Additional initialization code. if (window.InitFacebook) { // facebook.ts already loaded, set it up. window.InitFacebook(); } else { // Set a flag for facebook.ts to find when it loads. window.academiaAuthReadyFacebook = true; } };</script> <div id="google-root"></div><script>window.loadGoogle = function() { if (window.InitGoogle) { // google.ts already loaded, set it up. window.InitGoogle("331998490334-rsn3chp12mbkiqhl6e7lu2q0mlbu0f1b"); } else { // Set a flag for google.ts to use when it loads. window.GoogleClientID = "331998490334-rsn3chp12mbkiqhl6e7lu2q0mlbu0f1b"; } };</script> <div class="header--container" id="main-header-container"><div class="header--inner-container header--inner-container-ds2"><div class="header-ds2--left-wrapper"><div class="header-ds2--left-wrapper-inner"><a data-main-header-link-target="logo_home" href="https://www.academia.edu/"><img class="hide-on-desktop-redesign" style="height: 24px; width: 24px;" alt="Academia.edu" src="//a.academia-assets.com/images/academia-logo-redesign-2015-A.svg" width="24" height="24" /><img width="145.2" height="18" class="hide-on-mobile-redesign" style="height: 24px;" alt="Academia.edu" src="//a.academia-assets.com/images/academia-logo-redesign-2015.svg" /></a><div class="header--search-container header--search-container-ds2"><form class="js-SiteSearch-form select2-no-default-pills" action="https://www.academia.edu/search" accept-charset="UTF-8" method="get"><input name="utf8" type="hidden" value="✓" autocomplete="off" /><svg style="width: 14px; height: 14px;" aria-hidden="true" focusable="false" data-prefix="fas" data-icon="search" class="header--search-icon svg-inline--fa fa-search fa-w-16" role="img" xmlns="http://www.w3.org/2000/svg" viewBox="0 0 512 512"><path fill="currentColor" d="M505 442.7L405.3 343c-4.5-4.5-10.6-7-17-7H372c27.6-35.3 44-79.7 44-128C416 93.1 322.9 0 208 0S0 93.1 0 208s93.1 208 208 208c48.3 0 92.7-16.4 128-44v16.3c0 6.4 2.5 12.5 7 17l99.7 99.7c9.4 9.4 24.6 9.4 33.9 0l28.3-28.3c9.4-9.4 9.4-24.6.1-34zM208 336c-70.7 0-128-57.2-128-128 0-70.7 57.2-128 128-128 70.7 0 128 57.2 128 128 0 70.7-57.2 128-128 128z"></path></svg><input class="header--search-input header--search-input-ds2 js-SiteSearch-form-input" data-main-header-click-target="search_input" name="q" placeholder="Search" type="text" /></form></div></div></div><nav class="header--nav-buttons header--nav-buttons-ds2 js-main-nav"><a class="ds2-5-button ds2-5-button--secondary js-header-login-url header-button-ds2 header-login-ds2 hide-on-mobile-redesign" href="https://www.academia.edu/login" rel="nofollow">Log In</a><a class="ds2-5-button ds2-5-button--secondary header-button-ds2 hide-on-mobile-redesign" href="https://www.academia.edu/signup" rel="nofollow">Sign Up</a><button class="header--hamburger-button header--hamburger-button-ds2 hide-on-desktop-redesign js-header-hamburger-button"><div class="icon-bar"></div><div class="icon-bar" style="margin-top: 4px;"></div><div class="icon-bar" style="margin-top: 4px;"></div></button></nav></div><ul class="header--dropdown-container js-header-dropdown"><li class="header--dropdown-row"><a class="header--dropdown-link" href="https://www.academia.edu/login" rel="nofollow">Log In</a></li><li class="header--dropdown-row"><a class="header--dropdown-link" href="https://www.academia.edu/signup" rel="nofollow">Sign Up</a></li><li class="header--dropdown-row js-header-dropdown-expand-button"><button class="header--dropdown-button">more<svg aria-hidden="true" focusable="false" data-prefix="fas" data-icon="caret-down" class="header--dropdown-button-icon svg-inline--fa fa-caret-down fa-w-10" role="img" xmlns="http://www.w3.org/2000/svg" viewBox="0 0 320 512"><path fill="currentColor" d="M31.3 192h257.3c17.8 0 26.7 21.5 14.1 34.1L174.1 354.8c-7.8 7.8-20.5 7.8-28.3 0L17.2 226.1C4.6 213.5 13.5 192 31.3 192z"></path></svg></button></li><li><ul class="header--expanded-dropdown-container"><li class="header--dropdown-row"><a class="header--dropdown-link" href="https://www.academia.edu/about">About</a></li><li class="header--dropdown-row"><a class="header--dropdown-link" href="https://www.academia.edu/press">Press</a></li><li class="header--dropdown-row"><a class="header--dropdown-link" href="https://medium.com/@academia">Blog</a></li><li class="header--dropdown-row"><a class="header--dropdown-link" href="https://www.academia.edu/documents">Papers</a></li><li class="header--dropdown-row"><a class="header--dropdown-link" href="https://www.academia.edu/terms">Terms</a></li><li class="header--dropdown-row"><a class="header--dropdown-link" href="https://www.academia.edu/privacy">Privacy</a></li><li class="header--dropdown-row"><a class="header--dropdown-link" href="https://www.academia.edu/copyright">Copyright</a></li><li class="header--dropdown-row"><a class="header--dropdown-link" href="https://www.academia.edu/hiring"><svg aria-hidden="true" focusable="false" data-prefix="fas" data-icon="briefcase" class="header--dropdown-row-icon svg-inline--fa fa-briefcase fa-w-16" role="img" xmlns="http://www.w3.org/2000/svg" viewBox="0 0 512 512"><path fill="currentColor" d="M320 336c0 8.84-7.16 16-16 16h-96c-8.84 0-16-7.16-16-16v-48H0v144c0 25.6 22.4 48 48 48h416c25.6 0 48-22.4 48-48V288H320v48zm144-208h-80V80c0-25.6-22.4-48-48-48H176c-25.6 0-48 22.4-48 48v48H48c-25.6 0-48 22.4-48 48v80h512v-80c0-25.6-22.4-48-48-48zm-144 0H192V96h128v32z"></path></svg>We're Hiring!</a></li><li class="header--dropdown-row"><a class="header--dropdown-link" href="https://support.academia.edu/"><svg aria-hidden="true" focusable="false" data-prefix="fas" data-icon="question-circle" class="header--dropdown-row-icon svg-inline--fa fa-question-circle fa-w-16" role="img" xmlns="http://www.w3.org/2000/svg" viewBox="0 0 512 512"><path fill="currentColor" d="M504 256c0 136.997-111.043 248-248 248S8 392.997 8 256C8 119.083 119.043 8 256 8s248 111.083 248 248zM262.655 90c-54.497 0-89.255 22.957-116.549 63.758-3.536 5.286-2.353 12.415 2.715 16.258l34.699 26.31c5.205 3.947 12.621 3.008 16.665-2.122 17.864-22.658 30.113-35.797 57.303-35.797 20.429 0 45.698 13.148 45.698 32.958 0 14.976-12.363 22.667-32.534 33.976C247.128 238.528 216 254.941 216 296v4c0 6.627 5.373 12 12 12h56c6.627 0 12-5.373 12-12v-1.333c0-28.462 83.186-29.647 83.186-106.667 0-58.002-60.165-102-116.531-102zM256 338c-25.365 0-46 20.635-46 46 0 25.364 20.635 46 46 46s46-20.636 46-46c0-25.365-20.635-46-46-46z"></path></svg>Help Center</a></li><li class="header--dropdown-row js-header-dropdown-collapse-button"><button class="header--dropdown-button">less<svg aria-hidden="true" focusable="false" data-prefix="fas" data-icon="caret-up" class="header--dropdown-button-icon svg-inline--fa fa-caret-up fa-w-10" role="img" xmlns="http://www.w3.org/2000/svg" viewBox="0 0 320 512"><path fill="currentColor" d="M288.662 352H31.338c-17.818 0-26.741-21.543-14.142-34.142l128.662-128.662c7.81-7.81 20.474-7.81 28.284 0l128.662 128.662c12.6 12.599 3.676 34.142-14.142 34.142z"></path></svg></button></li></ul></li></ul></div> <script src="//a.academia-assets.com/assets/webpack_bundles/fast_loswp-bundle-71e03f93a0fba43adc4297a781256a72e56b0d578ac299a0d81b09f4c7bc6f70.js" defer="defer"></script><script>window.loswp = {}; window.loswp.author = 13315004; window.loswp.bulkDownloadFilterCounts = {}; window.loswp.hasDownloadableAttachment = true; window.loswp.hasViewableAttachments = true; // TODO: just use routes for this window.loswp.loginUrl = "https://www.academia.edu/login?post_login_redirect_url=https%3A%2F%2Fwww.academia.edu%2F7569508%2FSur_les_solutions_invariantes_et_conditionnellement_invariantes_des_equations_de_la_MHD_Ph_D_%3Fauto%3Ddownload"; window.loswp.translateUrl = "https://www.academia.edu/login?post_login_redirect_url=https%3A%2F%2Fwww.academia.edu%2F7569508%2FSur_les_solutions_invariantes_et_conditionnellement_invariantes_des_equations_de_la_MHD_Ph_D_%3Fshow_translation%3Dtrue"; window.loswp.previewableAttachments = [{"id":34127777,"identifier":"Attachment_34127777","shouldShowBulkDownload":false}]; window.loswp.shouldDetectTimezone = true; window.loswp.shouldShowBulkDownload = true; window.loswp.showSignupCaptcha = false window.loswp.willEdgeCache = false; window.loswp.work = {"work":{"id":7569508,"created_at":"2014-07-05T22:21:40.309-07:00","from_world_paper_id":null,"updated_at":"2024-11-12T12:45:08.593-08:00","_data":{"grobid_abstract":"This thesis is devoted to the resolution of the equations of magnetohydrodynamics in (3 + 1) dimensions with two different approaches based on the methods of conditional and classical symmetry reductions.","grobid_abstract_attachment_id":"34127777"},"document_type":"paper","pre_hit_view_count_baseline":null,"quality":"high","language":"fr","title":"Sur les solutions invariantes et conditionnellement invariantes des equations de la MHD (Ph.D)","broadcastable":true,"draft":null,"has_indexable_attachment":true,"indexable":true}}["work"]; window.loswp.workCoauthors = [13315004]; window.loswp.locale = "en"; window.loswp.countryCode = "SG"; window.loswp.cwvAbTestBucket = ""; window.loswp.designVariant = "ds_vanilla"; window.loswp.fullPageMobileSutdModalVariant = "full_page_mobile_sutd_modal"; window.loswp.useOptimizedScribd4genScript = false; window.loswp.appleClientId = 'edu.academia.applesignon';</script><script defer="" src="https://accounts.google.com/gsi/client"></script><div class="ds-loswp-container"><div class="ds-work-card--grid-container"><div class="ds-work-card--container js-loswp-work-card"><div class="ds-work-card--cover"><div class="ds-work-cover--wrapper"><div class="ds-work-cover--container"><button class="ds-work-cover--clickable js-swp-download-button" data-signup-modal="{"location":"swp-splash-paper-cover","attachmentId":34127777,"attachmentType":"pdf"}"><img alt="First page of “Sur les solutions invariantes et conditionnellement invariantes des equations de la MHD (Ph.D)”" class="ds-work-cover--cover-thumbnail" src="https://0.academia-photos.com/attachment_thumbnails/34127777/mini_magick20190325-768-7lhcw1.png?1553570525" /><img alt="PDF Icon" class="ds-work-cover--file-icon" src="//a.academia-assets.com/assets/single_work_splash/adobe.icon-574afd46eb6b03a77a153a647fb47e30546f9215c0ee6a25df597a779717f9ef.svg" /><div class="ds-work-cover--hover-container"><span class="material-symbols-outlined" style="font-size: 20px" translate="no">download</span><p>Download Free PDF</p></div><div class="ds-work-cover--ribbon-container">Download Free PDF</div><div class="ds-work-cover--ribbon-triangle"></div></button></div></div></div><div class="ds-work-card--work-information"><h1 class="ds-work-card--work-title">Sur les solutions invariantes et conditionnellement invariantes des equations de la MHD (Ph.D)</h1><div class="ds-work-card--work-authors ds-work-card--detail"><a class="ds-work-card--author js-wsj-grid-card-author ds2-5-body-md ds2-5-body-link" data-author-id="13315004" href="https://independent.academia.edu/PhilippeYvesPicard"><img alt="Profile image of Philippe Yves Picard" class="ds-work-card--author-avatar" src="https://0.academia-photos.com/13315004/3741824/4383174/s65_philippe_yves.picard.jpg_oh_265253a6c287b8a113066fac7ffce561_oe_5430df51___gda___1410576349_e58d9f73d3f251ddc0674371f0a81ce8" />Philippe Yves Picard</a></div><div class="ds-work-card--detail"><div class="ds-work-card--work-metadata"><div class="ds-work-card--work-metadata__stat"><span class="material-symbols-outlined" style="font-size: 20px" translate="no">visibility</span><p class="ds2-5-body-sm" id="work-metadata-view-count">…</p></div><div class="ds-work-card--work-metadata__stat"><span class="material-symbols-outlined" style="font-size: 20px" translate="no">description</span><p class="ds2-5-body-sm">187 pages</p></div><div class="ds-work-card--work-metadata__stat"><span class="material-symbols-outlined" style="font-size: 20px" translate="no">link</span><p class="ds2-5-body-sm">1 file</p></div></div><script>(async () => { const workId = 7569508; const worksViewsPath = "/v0/works/views?subdomain_param=api&work_ids%5B%5D=7569508"; const getWorkViews = async (workId) => { const response = await fetch(worksViewsPath); if (!response.ok) { throw new Error('Failed to load work views'); } const data = await response.json(); return data.views[workId]; }; // Get the view count for the work - we send this immediately rather than waiting for // the DOM to load, so it can be available as soon as possible (but without holding up // the backend or other resource requests, because it's a bit expensive and not critical). const viewCount = await getWorkViews(workId); const updateViewCount = (viewCount) => { const viewCountNumber = Number(viewCount); if (!viewCountNumber) { throw new Error('Failed to parse view count'); } const commaizedViewCount = viewCountNumber.toLocaleString(); const viewCountBody = document.getElementById('work-metadata-view-count'); if (viewCountBody) { viewCountBody.textContent = `${commaizedViewCount} views`; } else { throw new Error('Failed to find work views element'); } }; // If the DOM is still loading, wait for it to be ready before updating the view count. if (document.readyState === "loading") { document.addEventListener('DOMContentLoaded', () => { updateViewCount(viewCount); }); // Otherwise, just update it immediately. } else { updateViewCount(viewCount); } })();</script></div><div class="ds-work-card--button-container"><button class="ds2-5-button js-swp-download-button" data-signup-modal="{"location":"continue-reading-button--work-card","attachmentId":34127777,"attachmentType":"pdf","workUrl":"https://www.academia.edu/7569508/Sur_les_solutions_invariantes_et_conditionnellement_invariantes_des_equations_de_la_MHD_Ph_D_"}">See full PDF</button><button class="ds2-5-button ds2-5-button--secondary js-swp-download-button" data-signup-modal="{"location":"download-pdf-button--work-card","attachmentId":34127777,"attachmentType":"pdf","workUrl":"https://www.academia.edu/7569508/Sur_les_solutions_invariantes_et_conditionnellement_invariantes_des_equations_de_la_MHD_Ph_D_"}"><span class="material-symbols-outlined" style="font-size: 20px" translate="no">download</span>Download PDF</button></div></div></div></div><div data-auto_select="false" data-client_id="331998490334-rsn3chp12mbkiqhl6e7lu2q0mlbu0f1b" data-doc_id="34127777" data-landing_url="https://www.academia.edu/7569508/Sur_les_solutions_invariantes_et_conditionnellement_invariantes_des_equations_de_la_MHD_Ph_D_" data-login_uri="https://www.academia.edu/registrations/google_one_tap" data-moment_callback="onGoogleOneTapEvent" id="g_id_onload"></div><div class="ds-top-related-works--grid-container"><div class="ds-related-content--container ds-top-related-works--container"><h2 class="ds-related-content--heading">Related papers</h2><div class="ds-related-work--container js-wsj-grid-card" data-collection-position="0" data-entity-id="98856465" data-sort-order="default"><a class="ds-related-work--title js-wsj-grid-card-title ds2-5-body-md ds2-5-body-link" href="https://www.academia.edu/98856465/Sur_les_solutions_invariantes_et_conditionnellement_invariantes_des_equations_de_la_magnetohydrodynamique">Sur les solutions invariantes et conditionnellement invariantes des equations de la magnetohydrodynamique</a><div class="ds-related-work--metadata"><a class="js-wsj-grid-card-author ds2-5-body-sm ds2-5-body-link" data-author-id="13315004" href="https://independent.academia.edu/PhilippeYvesPicard">Philippe Yves Picard</a></div><p class="ds-related-work--metadata ds2-5-body-xs">2003</p><div class="ds-related-work--ctas"><button class="ds2-5-text-link ds2-5-text-link--inline js-swp-download-button" data-signup-modal="{"location":"wsj-grid-card-download-pdf-modal","work_title":"Sur les solutions invariantes et conditionnellement invariantes des equations de la magnetohydrodynamique","attachmentId":100095127,"attachmentType":"pdf","work_url":"https://www.academia.edu/98856465/Sur_les_solutions_invariantes_et_conditionnellement_invariantes_des_equations_de_la_magnetohydrodynamique","alternativeTracking":true}"><span class="material-symbols-outlined" style="font-size: 18px" translate="no">download</span><span class="ds2-5-text-link__content">Download free PDF</span></button><a class="ds2-5-text-link ds2-5-text-link--inline js-wsj-grid-card-view-pdf" href="https://www.academia.edu/98856465/Sur_les_solutions_invariantes_et_conditionnellement_invariantes_des_equations_de_la_magnetohydrodynamique"><span class="ds2-5-text-link__content">View PDF</span><span class="material-symbols-outlined" style="font-size: 18px" translate="no">chevron_right</span></a></div></div><div class="ds-related-work--container js-wsj-grid-card" data-collection-position="1" data-entity-id="68132986" data-sort-order="default"><a class="ds-related-work--title js-wsj-grid-card-title ds2-5-body-md ds2-5-body-link" href="https://www.academia.edu/68132986/Equations_de_la_MHD_en_milieu_h%C3%A9t%C3%A9rog%C3%A8ne">Equations de la MHD en milieu hétérogène</a><div class="ds-related-work--metadata"><a class="js-wsj-grid-card-author ds2-5-body-sm ds2-5-body-link" data-author-id="99037968" href="https://independent.academia.edu/AdolfoRibeiro">Adolfo Ribeiro</a></div><p class="ds-related-work--metadata ds2-5-body-xs">2011</p><p class="ds-related-work--abstract ds2-5-body-sm">L’effet dynamo est l’explication la plus couramment adoptée pour expliquer l’existence d’un champ magnétique sur Terre. Dans le but de simuler l’expérience VKS2 (l’une des expériences ayant réussi à mettre en évidence ce phénomène), un code numérique (SFEMaNS) a été développé. Utilisant une géométrie axisymétrique, la résolution couple une décomposition de Fourier dans la direction azimutale, et une technique d’éléments finis de Lagrange dans le plan méridien. Ce choix d’éléments pose problème pour les équations de Maxwell. En particulier, les algorithmes standards peuvent ne pas converger vers la bonne solution, en régime stationnaire, lorsque le domaine et/ou la perméabilité magnétique présentent des singularités : la contrainte de divergence nulle sur le champ magnétique peut ne pas être respectée. Ce problème est résolu dans SFEMaNS grâce à une nouvelle approche, qui a été analysée et validée sur des problèmes-tests ; les résultats ont également été positivement confrontés à d’a...</p><div class="ds-related-work--ctas"><button class="ds2-5-text-link ds2-5-text-link--inline js-swp-download-button" data-signup-modal="{"location":"wsj-grid-card-download-pdf-modal","work_title":"Equations de la MHD en milieu hétérogène","attachmentId":78717732,"attachmentType":"pdf","work_url":"https://www.academia.edu/68132986/Equations_de_la_MHD_en_milieu_h%C3%A9t%C3%A9rog%C3%A8ne","alternativeTracking":true}"><span class="material-symbols-outlined" style="font-size: 18px" translate="no">download</span><span class="ds2-5-text-link__content">Download free PDF</span></button><a class="ds2-5-text-link ds2-5-text-link--inline js-wsj-grid-card-view-pdf" href="https://www.academia.edu/68132986/Equations_de_la_MHD_en_milieu_h%C3%A9t%C3%A9rog%C3%A8ne"><span class="ds2-5-text-link__content">View PDF</span><span class="material-symbols-outlined" style="font-size: 18px" translate="no">chevron_right</span></a></div></div><div class="ds-related-work--container js-wsj-grid-card" data-collection-position="2" data-entity-id="28074992" data-sort-order="default"><a class="ds-related-work--title js-wsj-grid-card-title ds2-5-body-md ds2-5-body-link" href="https://www.academia.edu/28074992/R%C3%A9solution_des_%C3%A9quations_de_Maxwell_instationnaires_avec_charges_dans_un_domaine_singulier_bidimensionnel">Résolution des équations de Maxwell instationnaires avec charges dans un domaine singulier bidimensionnel</a><div class="ds-related-work--metadata"><a class="js-wsj-grid-card-author ds2-5-body-sm ds2-5-body-link" data-author-id="52584721" href="https://independent.academia.edu/FranckAssous">Franck Assous</a></div><p class="ds-related-work--metadata ds2-5-body-xs">Comptes Rendus de l'Académie des Sciences - Series I - Mathematics, 2000</p><div class="ds-related-work--ctas"><button class="ds2-5-text-link ds2-5-text-link--inline js-swp-download-button" data-signup-modal="{"location":"wsj-grid-card-download-pdf-modal","work_title":"Résolution des équations de Maxwell instationnaires avec charges dans un domaine singulier bidimensionnel","attachmentId":48389700,"attachmentType":"pdf","work_url":"https://www.academia.edu/28074992/R%C3%A9solution_des_%C3%A9quations_de_Maxwell_instationnaires_avec_charges_dans_un_domaine_singulier_bidimensionnel","alternativeTracking":true}"><span class="material-symbols-outlined" style="font-size: 18px" translate="no">download</span><span class="ds2-5-text-link__content">Download free PDF</span></button><a class="ds2-5-text-link ds2-5-text-link--inline js-wsj-grid-card-view-pdf" href="https://www.academia.edu/28074992/R%C3%A9solution_des_%C3%A9quations_de_Maxwell_instationnaires_avec_charges_dans_un_domaine_singulier_bidimensionnel"><span class="ds2-5-text-link__content">View PDF</span><span class="material-symbols-outlined" style="font-size: 18px" translate="no">chevron_right</span></a></div></div><div class="ds-related-work--container js-wsj-grid-card" data-collection-position="3" data-entity-id="11048605" data-sort-order="default"><a class="ds-related-work--title js-wsj-grid-card-title ds2-5-body-md ds2-5-body-link" href="https://www.academia.edu/11048605/%C3%89quations_diff%C3%A9rentielles_ordinaires_Non_explosion_et_mesures_quasi_invariantes">Équations différentielles ordinaires: Non explosion et mesures quasi-invariantes</a><div class="ds-related-work--metadata"><a class="js-wsj-grid-card-author ds2-5-body-sm ds2-5-body-link" data-author-id="26725498" href="https://independent.academia.edu/AnaCruzeiro">Ana Cruzeiro</a></div><p class="ds-related-work--metadata ds2-5-body-xs">Journal of Functional Analysis, 1983</p><div class="ds-related-work--ctas"><button class="ds2-5-text-link ds2-5-text-link--inline js-swp-download-button" data-signup-modal="{"location":"wsj-grid-card-download-pdf-modal","work_title":"Équations différentielles ordinaires: Non explosion et mesures quasi-invariantes","attachmentId":46945637,"attachmentType":"pdf","work_url":"https://www.academia.edu/11048605/%C3%89quations_diff%C3%A9rentielles_ordinaires_Non_explosion_et_mesures_quasi_invariantes","alternativeTracking":true}"><span class="material-symbols-outlined" style="font-size: 18px" translate="no">download</span><span class="ds2-5-text-link__content">Download free PDF</span></button><a class="ds2-5-text-link ds2-5-text-link--inline js-wsj-grid-card-view-pdf" href="https://www.academia.edu/11048605/%C3%89quations_diff%C3%A9rentielles_ordinaires_Non_explosion_et_mesures_quasi_invariantes"><span class="ds2-5-text-link__content">View PDF</span><span class="material-symbols-outlined" style="font-size: 18px" translate="no">chevron_right</span></a></div></div><div class="ds-related-work--container js-wsj-grid-card" data-collection-position="4" data-entity-id="75710270" data-sort-order="default"><a class="ds-related-work--title js-wsj-grid-card-title ds2-5-body-md ds2-5-body-link" href="https://www.academia.edu/75710270/Se_minaire_E_quations_aux_de_rive_es_partielles_E_cole_Polytechnique">Séminaire Équations aux dérivées partielles – École Polytechnique</a><div class="ds-related-work--metadata"><a class="js-wsj-grid-card-author ds2-5-body-sm ds2-5-body-link" data-author-id="35508333" href="https://independent.academia.edu/JNourrigat">J. Nourrigat</a></div><p class="ds-related-work--metadata ds2-5-body-xs">2008</p><p class="ds-related-work--abstract ds2-5-body-sm">© Séminaire Équations aux dérivées partielles (Polytechnique) (École Polytechnique), 1976-1977, tous droits réservés. L’accès aux archives du séminaire Équations aux dérivées partielles (http://sedp.cedram.org) implique l’accord avec les conditions générales d’utilisation (http://www.numdam.org/conditions). Toute utilisation commerciale ou impression systématique est constitutive d’une infraction pénale. Toute copie ou impression de ce fichier doit contenir la présente mention de copyright.</p><div class="ds-related-work--ctas"><button class="ds2-5-text-link ds2-5-text-link--inline js-swp-download-button" data-signup-modal="{"location":"wsj-grid-card-download-pdf-modal","work_title":"Séminaire Équations aux dérivées partielles – École Polytechnique","attachmentId":83372176,"attachmentType":"pdf","work_url":"https://www.academia.edu/75710270/Se_minaire_E_quations_aux_de_rive_es_partielles_E_cole_Polytechnique","alternativeTracking":true}"><span class="material-symbols-outlined" style="font-size: 18px" translate="no">download</span><span class="ds2-5-text-link__content">Download free PDF</span></button><a class="ds2-5-text-link ds2-5-text-link--inline js-wsj-grid-card-view-pdf" href="https://www.academia.edu/75710270/Se_minaire_E_quations_aux_de_rive_es_partielles_E_cole_Polytechnique"><span class="ds2-5-text-link__content">View PDF</span><span class="material-symbols-outlined" style="font-size: 18px" translate="no">chevron_right</span></a></div></div><div class="ds-related-work--container js-wsj-grid-card" data-collection-position="5" data-entity-id="93741329" data-sort-order="default"><a class="ds-related-work--title js-wsj-grid-card-title ds2-5-body-md ds2-5-body-link" href="https://www.academia.edu/93741329/Sur_l_existence_de_solutions_pour_l_%C3%A9quation_de_van_der_Pol_et_pour_certaines_%C3%A9quations_diff%C3%A9rentielles_du_second_ordre_en_pr%C3%A9sence_d_impulsions_sur_la_moyennisation_pour_les_%C3%A9quations_diff%C3%A9rentielles_floues">Sur l’existence de solutions pour l’équation de van der Pol et pour certaines équations différentielles du second ordre, en présence d’impulsions ; sur la moyennisation pour les équations différentielles floues</a><div class="ds-related-work--metadata"><a class="js-wsj-grid-card-author ds2-5-body-sm ds2-5-body-link" data-author-id="228131795" href="https://independent.academia.edu/RahmaGuen">Rahma Guen</a></div><p class="ds-related-work--metadata ds2-5-body-xs">2016</p><div class="ds-related-work--ctas"><button class="ds2-5-text-link ds2-5-text-link--inline js-swp-download-button" data-signup-modal="{"location":"wsj-grid-card-download-pdf-modal","work_title":"Sur l’existence de solutions pour l’équation de van der Pol et pour certaines équations différentielles du second ordre, en présence d’impulsions ; sur la moyennisation pour les équations différentielles floues","attachmentId":96395482,"attachmentType":"pdf","work_url":"https://www.academia.edu/93741329/Sur_l_existence_de_solutions_pour_l_%C3%A9quation_de_van_der_Pol_et_pour_certaines_%C3%A9quations_diff%C3%A9rentielles_du_second_ordre_en_pr%C3%A9sence_d_impulsions_sur_la_moyennisation_pour_les_%C3%A9quations_diff%C3%A9rentielles_floues","alternativeTracking":true}"><span class="material-symbols-outlined" style="font-size: 18px" translate="no">download</span><span class="ds2-5-text-link__content">Download free PDF</span></button><a class="ds2-5-text-link ds2-5-text-link--inline js-wsj-grid-card-view-pdf" href="https://www.academia.edu/93741329/Sur_l_existence_de_solutions_pour_l_%C3%A9quation_de_van_der_Pol_et_pour_certaines_%C3%A9quations_diff%C3%A9rentielles_du_second_ordre_en_pr%C3%A9sence_d_impulsions_sur_la_moyennisation_pour_les_%C3%A9quations_diff%C3%A9rentielles_floues"><span class="ds2-5-text-link__content">View PDF</span><span class="material-symbols-outlined" style="font-size: 18px" translate="no">chevron_right</span></a></div></div><div class="ds-related-work--container js-wsj-grid-card" data-collection-position="6" data-entity-id="73966140" data-sort-order="default"><a class="ds-related-work--title js-wsj-grid-card-title ds2-5-body-md ds2-5-body-link" href="https://www.academia.edu/73966140/%C3%89quations_D%C3%89volution_Non_Lin%C3%A9aires_Solutions_Born%C3%A9es_et_P%C3%A9riodiques">Équations D'Évolution Non Linéaires : Solutions Bornées et Périodiques</a><div class="ds-related-work--metadata"><a class="js-wsj-grid-card-author ds2-5-body-sm ds2-5-body-link" data-author-id="72065441" href="https://independent.academia.edu/HarauxAlain">Haraux Alain</a></div><p class="ds-related-work--metadata ds2-5-body-xs">Annales de l’institut Fourier, 1978</p><div class="ds-related-work--ctas"><button class="ds2-5-text-link ds2-5-text-link--inline js-swp-download-button" data-signup-modal="{"location":"wsj-grid-card-download-pdf-modal","work_title":"Équations D'Évolution Non Linéaires : Solutions Bornées et Périodiques","attachmentId":83820508,"attachmentType":"pdf","work_url":"https://www.academia.edu/73966140/%C3%89quations_D%C3%89volution_Non_Lin%C3%A9aires_Solutions_Born%C3%A9es_et_P%C3%A9riodiques","alternativeTracking":true}"><span class="material-symbols-outlined" style="font-size: 18px" translate="no">download</span><span class="ds2-5-text-link__content">Download free PDF</span></button><a class="ds2-5-text-link ds2-5-text-link--inline js-wsj-grid-card-view-pdf" href="https://www.academia.edu/73966140/%C3%89quations_D%C3%89volution_Non_Lin%C3%A9aires_Solutions_Born%C3%A9es_et_P%C3%A9riodiques"><span class="ds2-5-text-link__content">View PDF</span><span class="material-symbols-outlined" style="font-size: 18px" translate="no">chevron_right</span></a></div></div><div class="ds-related-work--container js-wsj-grid-card" data-collection-position="7" data-entity-id="105238018" data-sort-order="default"><a class="ds-related-work--title js-wsj-grid-card-title ds2-5-body-md ds2-5-body-link" href="https://www.academia.edu/105238018/Problemes_variationnels_invariants_par_transformation_conforme_en_dimension_2">Problemes variationnels invariants par transformation conforme en dimension 2</a><div class="ds-related-work--metadata"><a class="js-wsj-grid-card-author ds2-5-body-sm ds2-5-body-link" data-author-id="257091880" href="https://independent.academia.edu/Fr%C3%A9d%C3%A9ricH%C3%A9lein">Frédéric Hélein</a></div><div class="ds-related-work--ctas"><button class="ds2-5-text-link ds2-5-text-link--inline js-swp-download-button" data-signup-modal="{"location":"wsj-grid-card-download-pdf-modal","work_title":"Problemes variationnels invariants par transformation conforme en dimension 2","attachmentId":105083686,"attachmentType":"pdf","work_url":"https://www.academia.edu/105238018/Problemes_variationnels_invariants_par_transformation_conforme_en_dimension_2","alternativeTracking":true}"><span class="material-symbols-outlined" style="font-size: 18px" translate="no">download</span><span class="ds2-5-text-link__content">Download free PDF</span></button><a class="ds2-5-text-link ds2-5-text-link--inline js-wsj-grid-card-view-pdf" href="https://www.academia.edu/105238018/Problemes_variationnels_invariants_par_transformation_conforme_en_dimension_2"><span class="ds2-5-text-link__content">View PDF</span><span class="material-symbols-outlined" style="font-size: 18px" translate="no">chevron_right</span></a></div></div><div class="ds-related-work--container js-wsj-grid-card" data-collection-position="8" data-entity-id="78570079" data-sort-order="default"><a class="ds-related-work--title js-wsj-grid-card-title ds2-5-body-md ds2-5-body-link" href="https://www.academia.edu/78570079/Comportement_%C3%A0_linfini_des_solutions_des_%C3%A9quations_de_Navier_Stokes_et_propri%C3%A9t%C3%A9_des_ensembles_fonctionnels_invariants_ou_attracteurs_">Comportement à l'infini des solutions des équations de Navier-Stokes et propriété des ensembles fonctionnels invariants (ou attracteurs)</a><div class="ds-related-work--metadata"><a class="js-wsj-grid-card-author ds2-5-body-sm ds2-5-body-link" data-author-id="48244565" href="https://u-pec.academia.edu/ColetteGuillope">Colette Guillope</a></div><p class="ds-related-work--metadata ds2-5-body-xs">Annales de l’institut Fourier, 1982</p><div class="ds-related-work--ctas"><button class="ds2-5-text-link ds2-5-text-link--inline js-swp-download-button" data-signup-modal="{"location":"wsj-grid-card-download-pdf-modal","work_title":"Comportement à l'infini des solutions des équations de Navier-Stokes et propriété des ensembles fonctionnels invariants (ou attracteurs)","attachmentId":85626638,"attachmentType":"pdf","work_url":"https://www.academia.edu/78570079/Comportement_%C3%A0_linfini_des_solutions_des_%C3%A9quations_de_Navier_Stokes_et_propri%C3%A9t%C3%A9_des_ensembles_fonctionnels_invariants_ou_attracteurs_","alternativeTracking":true}"><span class="material-symbols-outlined" style="font-size: 18px" translate="no">download</span><span class="ds2-5-text-link__content">Download free PDF</span></button><a class="ds2-5-text-link ds2-5-text-link--inline js-wsj-grid-card-view-pdf" href="https://www.academia.edu/78570079/Comportement_%C3%A0_linfini_des_solutions_des_%C3%A9quations_de_Navier_Stokes_et_propri%C3%A9t%C3%A9_des_ensembles_fonctionnels_invariants_ou_attracteurs_"><span class="ds2-5-text-link__content">View PDF</span><span class="material-symbols-outlined" style="font-size: 18px" translate="no">chevron_right</span></a></div></div><div class="ds-related-work--container js-wsj-grid-card" data-collection-position="9" data-entity-id="9545496" data-sort-order="default"><a class="ds-related-work--title js-wsj-grid-card-title ds2-5-body-md ds2-5-body-link" href="https://www.academia.edu/9545496/Alg_ebres_de_Jordan_et_th_eorie_des_invariants">Alg\`ebres de Jordan et th\'eorie des invariants</a><div class="ds-related-work--metadata"><a class="js-wsj-grid-card-author ds2-5-body-sm ds2-5-body-link" data-author-id="22457926" href="https://independent.academia.edu/BrunoBlind">Bruno Blind</a></div><p class="ds-related-work--metadata ds2-5-body-xs">2009</p><p class="ds-related-work--abstract ds2-5-body-sm">If V is a simple complex euclidean Jordan algebra and G the subgroup of GL(V) fixing the determinant of V, we give a unified description of the invariant algebras C[pV]^G, for p not greater than three.</p><div class="ds-related-work--ctas"><button class="ds2-5-text-link ds2-5-text-link--inline js-swp-download-button" data-signup-modal="{"location":"wsj-grid-card-download-pdf-modal","work_title":"Alg\\`ebres de Jordan et th\\'eorie des invariants","attachmentId":35765890,"attachmentType":"pdf","work_url":"https://www.academia.edu/9545496/Alg_ebres_de_Jordan_et_th_eorie_des_invariants","alternativeTracking":true}"><span class="material-symbols-outlined" style="font-size: 18px" translate="no">download</span><span class="ds2-5-text-link__content">Download free PDF</span></button><a class="ds2-5-text-link ds2-5-text-link--inline js-wsj-grid-card-view-pdf" href="https://www.academia.edu/9545496/Alg_ebres_de_Jordan_et_th_eorie_des_invariants"><span class="ds2-5-text-link__content">View PDF</span><span class="material-symbols-outlined" style="font-size: 18px" translate="no">chevron_right</span></a></div></div></div></div><div class="ds-sticky-ctas--wrapper js-loswp-sticky-ctas hidden"><div class="ds-sticky-ctas--grid-container"><div class="ds-sticky-ctas--container"><button class="ds2-5-button js-swp-download-button" data-signup-modal="{"location":"continue-reading-button--sticky-ctas","attachmentId":34127777,"attachmentType":"pdf","workUrl":null}">See full PDF</button><button class="ds2-5-button ds2-5-button--secondary js-swp-download-button" data-signup-modal="{"location":"download-pdf-button--sticky-ctas","attachmentId":34127777,"attachmentType":"pdf","workUrl":null}"><span class="material-symbols-outlined" style="font-size: 20px" translate="no">download</span>Download PDF</button></div></div></div><div class="ds-below-fold--grid-container"><div class="ds-work--container js-loswp-embedded-document"><div class="attachment_preview" data-attachment="Attachment_34127777" style="display: none"><div class="js-scribd-document-container"><div class="scribd--document-loading js-scribd-document-loader" style="display: block;"><img alt="Loading..." src="//a.academia-assets.com/images/loaders/paper-load.gif" /><p>Loading Preview</p></div></div><div style="text-align: center;"><div class="scribd--no-preview-alert js-preview-unavailable"><p>Sorry, preview is currently unavailable. You can download the paper by clicking the button above.</p></div></div></div></div><div class="ds-sidebar--container js-work-sidebar"><div class="ds-related-content--container"><h2 class="ds-related-content--heading">Related papers</h2><div class="ds-related-work--container js-related-work-sidebar-card" data-collection-position="0" data-entity-id="87274772" data-sort-order="default"><a class="ds-related-work--title js-related-work-grid-card-title ds2-5-body-md ds2-5-body-link" href="https://www.academia.edu/87274772/R%C3%A9solution_de_probl%C3%A8mes_inverses_en_g%C3%A9od%C3%A9sie_physique">Résolution de problèmes inverses en géodésie physique</a><div class="ds-related-work--metadata"><a class="js-related-work-grid-card-author ds2-5-body-sm ds2-5-body-link" data-author-id="13050" href="https://enit.academia.edu/MaherMoakher">Maher Moakher</a></div><p class="ds-related-work--metadata ds2-5-body-xs">2013</p><div class="ds-related-work--ctas"><button class="ds2-5-text-link ds2-5-text-link--inline js-swp-download-button" data-signup-modal="{"location":"wsj-grid-card-download-pdf-modal","work_title":"Résolution de problèmes inverses en géodésie physique","attachmentId":91529984,"attachmentType":"pdf","work_url":"https://www.academia.edu/87274772/R%C3%A9solution_de_probl%C3%A8mes_inverses_en_g%C3%A9od%C3%A9sie_physique","alternativeTracking":true}"><span class="material-symbols-outlined" style="font-size: 18px" translate="no">download</span><span class="ds2-5-text-link__content">Download free PDF</span></button><a class="ds2-5-text-link ds2-5-text-link--inline js-related-work-grid-card-view-pdf" href="https://www.academia.edu/87274772/R%C3%A9solution_de_probl%C3%A8mes_inverses_en_g%C3%A9od%C3%A9sie_physique"><span class="ds2-5-text-link__content">View PDF</span><span class="material-symbols-outlined" style="font-size: 18px" translate="no">chevron_right</span></a></div></div><div class="ds-related-work--container js-related-work-sidebar-card" data-collection-position="1" data-entity-id="51672297" data-sort-order="default"><a class="ds-related-work--title js-related-work-grid-card-title ds2-5-body-md ds2-5-body-link" href="https://www.academia.edu/51672297/Stabilit%C3%A9_des_chocs_pour_la_MHD">Stabilité des chocs pour la MHD</a><div class="ds-related-work--metadata"><a class="js-related-work-grid-card-author ds2-5-body-sm ds2-5-body-link" data-author-id="167660050" href="https://independent.academia.edu/GuyMetivier">Guy Metivier</a></div><div class="ds-related-work--ctas"><button class="ds2-5-text-link ds2-5-text-link--inline js-swp-download-button" data-signup-modal="{"location":"wsj-grid-card-download-pdf-modal","work_title":"Stabilité des chocs pour la MHD","attachmentId":69293277,"attachmentType":"pdf","work_url":"https://www.academia.edu/51672297/Stabilit%C3%A9_des_chocs_pour_la_MHD","alternativeTracking":true}"><span class="material-symbols-outlined" style="font-size: 18px" translate="no">download</span><span class="ds2-5-text-link__content">Download free PDF</span></button><a class="ds2-5-text-link ds2-5-text-link--inline js-related-work-grid-card-view-pdf" href="https://www.academia.edu/51672297/Stabilit%C3%A9_des_chocs_pour_la_MHD"><span class="ds2-5-text-link__content">View PDF</span><span class="material-symbols-outlined" style="font-size: 18px" translate="no">chevron_right</span></a></div></div><div class="ds-related-work--container js-related-work-sidebar-card" data-collection-position="2" data-entity-id="16732496" data-sort-order="default"><a class="ds-related-work--title js-related-work-grid-card-title ds2-5-body-md ds2-5-body-link" href="https://www.academia.edu/16732496/R%C3%A9solution_exacte_des_Dec_POMDPs_comme_des_MDPs_continus">Résolution exacte des Dec-POMDPs comme des MDPs continus</a><div class="ds-related-work--metadata"><a class="js-related-work-grid-card-author ds2-5-body-sm ds2-5-body-link" data-author-id="24212121" href="https://inria.academia.edu/Fran%C3%A7oisCharpillet">François Charpillet</a></div><div class="ds-related-work--ctas"><button class="ds2-5-text-link ds2-5-text-link--inline js-swp-download-button" data-signup-modal="{"location":"wsj-grid-card-download-pdf-modal","work_title":"Résolution exacte des Dec-POMDPs comme des MDPs continus","attachmentId":39152155,"attachmentType":"pdf","work_url":"https://www.academia.edu/16732496/R%C3%A9solution_exacte_des_Dec_POMDPs_comme_des_MDPs_continus","alternativeTracking":true}"><span class="material-symbols-outlined" style="font-size: 18px" translate="no">download</span><span class="ds2-5-text-link__content">Download free PDF</span></button><a class="ds2-5-text-link ds2-5-text-link--inline js-related-work-grid-card-view-pdf" href="https://www.academia.edu/16732496/R%C3%A9solution_exacte_des_Dec_POMDPs_comme_des_MDPs_continus"><span class="ds2-5-text-link__content">View PDF</span><span class="material-symbols-outlined" style="font-size: 18px" translate="no">chevron_right</span></a></div></div><div class="ds-related-work--container js-related-work-sidebar-card" data-collection-position="3" data-entity-id="20623301" data-sort-order="default"><a class="ds-related-work--title js-related-work-grid-card-title ds2-5-body-md ds2-5-body-link" href="https://www.academia.edu/20623301/Sur_les_transformations_conformes_de_la_sph%C3%A8re_admettant_une_connexion_invariante">Sur les transformations conformes de la sphère admettant une connexion invariante</a><div class="ds-related-work--metadata"><a class="js-related-work-grid-card-author ds2-5-body-sm ds2-5-body-link" data-author-id="30431724" href="https://metu.academia.edu/CemTezer">Cem Tezer</a></div><p class="ds-related-work--metadata ds2-5-body-xs">Indagationes Mathematicae, 2000</p><div class="ds-related-work--ctas"><button class="ds2-5-text-link ds2-5-text-link--inline js-swp-download-button" data-signup-modal="{"location":"wsj-grid-card-download-pdf-modal","work_title":"Sur les transformations conformes de la sphère admettant une connexion invariante","attachmentId":41939052,"attachmentType":"pdf","work_url":"https://www.academia.edu/20623301/Sur_les_transformations_conformes_de_la_sph%C3%A8re_admettant_une_connexion_invariante","alternativeTracking":true}"><span class="material-symbols-outlined" style="font-size: 18px" translate="no">download</span><span class="ds2-5-text-link__content">Download free PDF</span></button><a class="ds2-5-text-link ds2-5-text-link--inline js-related-work-grid-card-view-pdf" href="https://www.academia.edu/20623301/Sur_les_transformations_conformes_de_la_sph%C3%A8re_admettant_une_connexion_invariante"><span class="ds2-5-text-link__content">View PDF</span><span class="material-symbols-outlined" style="font-size: 18px" translate="no">chevron_right</span></a></div></div><div class="ds-related-work--container js-related-work-sidebar-card" data-collection-position="4" data-entity-id="14821205" data-sort-order="default"><a class="ds-related-work--title js-related-work-grid-card-title ds2-5-body-md ds2-5-body-link" href="https://www.academia.edu/14821205/Equations_de_Cahn_Hilliard_g%C3%A9n%C3%A9ralis%C3%A9es_dans_un_milieu_d%C3%A9form_able">Equations de Cahn-Hilliard généralisées dans un milieu déform able</a><div class="ds-related-work--metadata"><a class="js-related-work-grid-card-author ds2-5-body-sm ds2-5-body-link" data-author-id="33780734" href="https://univ-lehavre.academia.edu/AlainMiranville">Alain Miranville</a></div><p class="ds-related-work--metadata ds2-5-body-xs">Comptes Rendus de l'Académie des Sciences - Series I - Mathematics, 1999</p><div class="ds-related-work--ctas"><button class="ds2-5-text-link ds2-5-text-link--inline js-swp-download-button" data-signup-modal="{"location":"wsj-grid-card-download-pdf-modal","work_title":"Equations de Cahn-Hilliard généralisées dans un milieu déform able","attachmentId":43875040,"attachmentType":"pdf","work_url":"https://www.academia.edu/14821205/Equations_de_Cahn_Hilliard_g%C3%A9n%C3%A9ralis%C3%A9es_dans_un_milieu_d%C3%A9form_able","alternativeTracking":true}"><span class="material-symbols-outlined" style="font-size: 18px" translate="no">download</span><span class="ds2-5-text-link__content">Download free PDF</span></button><a class="ds2-5-text-link ds2-5-text-link--inline js-related-work-grid-card-view-pdf" href="https://www.academia.edu/14821205/Equations_de_Cahn_Hilliard_g%C3%A9n%C3%A9ralis%C3%A9es_dans_un_milieu_d%C3%A9form_able"><span class="ds2-5-text-link__content">View PDF</span><span class="material-symbols-outlined" style="font-size: 18px" translate="no">chevron_right</span></a></div></div><div class="ds-related-work--container js-related-work-sidebar-card" data-collection-position="5" data-entity-id="81294509" data-sort-order="default"><a class="ds-related-work--title js-related-work-grid-card-title ds2-5-body-md ds2-5-body-link" href="https://www.academia.edu/81294509/Invariants_de_Hasse_mu_ordinaires">Invariants de Hasse \mu -ordinaires</a><div class="ds-related-work--metadata"><a class="js-related-work-grid-card-author ds2-5-body-sm ds2-5-body-link" data-author-id="39993601" href="https://ucm.academia.edu/ValentinEdo">Valentin Edo</a></div><p class="ds-related-work--metadata ds2-5-body-xs">Annales de l’institut Fourier, 2018</p><div class="ds-related-work--ctas"><button class="ds2-5-text-link ds2-5-text-link--inline js-swp-download-button" data-signup-modal="{"location":"wsj-grid-card-download-pdf-modal","work_title":"Invariants de Hasse \\mu -ordinaires","attachmentId":87389264,"attachmentType":"pdf","work_url":"https://www.academia.edu/81294509/Invariants_de_Hasse_mu_ordinaires","alternativeTracking":true}"><span class="material-symbols-outlined" style="font-size: 18px" translate="no">download</span><span class="ds2-5-text-link__content">Download free PDF</span></button><a class="ds2-5-text-link ds2-5-text-link--inline js-related-work-grid-card-view-pdf" href="https://www.academia.edu/81294509/Invariants_de_Hasse_mu_ordinaires"><span class="ds2-5-text-link__content">View PDF</span><span class="material-symbols-outlined" style="font-size: 18px" translate="no">chevron_right</span></a></div></div><div class="ds-related-work--container js-related-work-sidebar-card" data-collection-position="6" data-entity-id="25265156" data-sort-order="default"><a class="ds-related-work--title js-related-work-grid-card-title ds2-5-body-md ds2-5-body-link" href="https://www.academia.edu/25265156/M%C3%A9thode_d_El%C3%A9ments_Finis_Stabilis%C3%A9e_pour_le_Equations_de_Navier_Stokes_Incompressibles_avec_Conditions_aux_Limite_Equivalentes">Méthode d Eléments Finis Stabilisée pour le Equations de Navier-Stokes Incompressibles avec Conditions aux Limite Equivalentes</a><div class="ds-related-work--metadata"><a class="js-related-work-grid-card-author ds2-5-body-sm ds2-5-body-link" data-author-id="30601407" href="https://lncc.academia.edu/FredericValentin">Frederic Valentin</a></div><div class="ds-related-work--ctas"><button class="ds2-5-text-link ds2-5-text-link--inline js-swp-download-button" data-signup-modal="{"location":"wsj-grid-card-download-pdf-modal","work_title":"Méthode d Eléments Finis Stabilisée pour le Equations de Navier-Stokes Incompressibles avec Conditions aux Limite Equivalentes","attachmentId":45569340,"attachmentType":"pdf","work_url":"https://www.academia.edu/25265156/M%C3%A9thode_d_El%C3%A9ments_Finis_Stabilis%C3%A9e_pour_le_Equations_de_Navier_Stokes_Incompressibles_avec_Conditions_aux_Limite_Equivalentes","alternativeTracking":true}"><span class="material-symbols-outlined" style="font-size: 18px" translate="no">download</span><span class="ds2-5-text-link__content">Download free PDF</span></button><a class="ds2-5-text-link ds2-5-text-link--inline js-related-work-grid-card-view-pdf" href="https://www.academia.edu/25265156/M%C3%A9thode_d_El%C3%A9ments_Finis_Stabilis%C3%A9e_pour_le_Equations_de_Navier_Stokes_Incompressibles_avec_Conditions_aux_Limite_Equivalentes"><span class="ds2-5-text-link__content">View PDF</span><span class="material-symbols-outlined" style="font-size: 18px" translate="no">chevron_right</span></a></div></div><div class="ds-related-work--container js-related-work-sidebar-card" data-collection-position="7" data-entity-id="112772834" data-sort-order="default"><a class="ds-related-work--title js-related-work-grid-card-title ds2-5-body-md ds2-5-body-link" href="https://www.academia.edu/112772834/Proposition_dune_reformulation_de_la_m%C3%A9canique_quantique_bas%C3%A9e_sur_une_d%C3%A9rivation_d%C3%A9terministe_des_%C3%A9quations_quantiques">Proposition d'une reformulation de la mécanique quantique basée sur une dérivation déterministe des équations quantiques</a><div class="ds-related-work--metadata"><a class="js-related-work-grid-card-author ds2-5-body-sm ds2-5-body-link" data-author-id="42873740" href="https://ens-louis-lumiere.academia.edu/LaurentMillot">Laurent Millot</a></div><p class="ds-related-work--metadata ds2-5-body-xs">2024</p><div class="ds-related-work--ctas"><button class="ds2-5-text-link ds2-5-text-link--inline js-swp-download-button" data-signup-modal="{"location":"wsj-grid-card-download-pdf-modal","work_title":"Proposition d'une reformulation de la mécanique quantique basée sur une dérivation déterministe des équations quantiques","attachmentId":109900072,"attachmentType":"pdf","work_url":"https://www.academia.edu/112772834/Proposition_dune_reformulation_de_la_m%C3%A9canique_quantique_bas%C3%A9e_sur_une_d%C3%A9rivation_d%C3%A9terministe_des_%C3%A9quations_quantiques","alternativeTracking":true}"><span class="material-symbols-outlined" style="font-size: 18px" translate="no">download</span><span class="ds2-5-text-link__content">Download free PDF</span></button><a class="ds2-5-text-link ds2-5-text-link--inline js-related-work-grid-card-view-pdf" href="https://www.academia.edu/112772834/Proposition_dune_reformulation_de_la_m%C3%A9canique_quantique_bas%C3%A9e_sur_une_d%C3%A9rivation_d%C3%A9terministe_des_%C3%A9quations_quantiques"><span class="ds2-5-text-link__content">View PDF</span><span class="material-symbols-outlined" style="font-size: 18px" translate="no">chevron_right</span></a></div></div><div class="ds-related-work--container js-related-work-sidebar-card" data-collection-position="8" data-entity-id="9545495" data-sort-order="default"><a class="ds-related-work--title js-related-work-grid-card-title ds2-5-body-md ds2-5-body-link" href="https://www.academia.edu/9545495/La_th_eorie_des_invariants_des_formes_quadratiques_ternaires_revisit_ee">La th\'eorie des invariants des formes quadratiques ternaires revisit\'ee</a><div class="ds-related-work--metadata"><a class="js-related-work-grid-card-author ds2-5-body-sm ds2-5-body-link" data-author-id="22457926" href="https://independent.academia.edu/BrunoBlind">Bruno Blind</a></div><p class="ds-related-work--metadata ds2-5-body-xs">2008</p><div class="ds-related-work--ctas"><button class="ds2-5-text-link ds2-5-text-link--inline js-swp-download-button" data-signup-modal="{"location":"wsj-grid-card-download-pdf-modal","work_title":"La th\\'eorie des invariants des formes quadratiques ternaires revisit\\'ee","attachmentId":35765889,"attachmentType":"pdf","work_url":"https://www.academia.edu/9545495/La_th_eorie_des_invariants_des_formes_quadratiques_ternaires_revisit_ee","alternativeTracking":true}"><span class="material-symbols-outlined" style="font-size: 18px" translate="no">download</span><span class="ds2-5-text-link__content">Download free PDF</span></button><a class="ds2-5-text-link ds2-5-text-link--inline js-related-work-grid-card-view-pdf" href="https://www.academia.edu/9545495/La_th_eorie_des_invariants_des_formes_quadratiques_ternaires_revisit_ee"><span class="ds2-5-text-link__content">View PDF</span><span class="material-symbols-outlined" style="font-size: 18px" translate="no">chevron_right</span></a></div></div><div class="ds-related-work--container js-related-work-sidebar-card" data-collection-position="9" data-entity-id="807497" data-sort-order="default"><a class="ds-related-work--title js-related-work-grid-card-title ds2-5-body-md ds2-5-body-link" href="https://www.academia.edu/807497/Sur_linvariance_de_lindice_de_redondance">Sur l'invariance de l'indice de redondance</a><div class="ds-related-work--metadata"><a class="js-related-work-grid-card-author ds2-5-body-sm ds2-5-body-link" data-author-id="647775" href="https://independent.academia.edu/R%C3%A9myViredaz">Rémy Viredaz</a></div><p class="ds-related-work--metadata ds2-5-body-xs">Mathématiques et Sciences humaines, 1977</p><div class="ds-related-work--ctas"><button class="ds2-5-text-link ds2-5-text-link--inline js-swp-download-button" data-signup-modal="{"location":"wsj-grid-card-download-pdf-modal","work_title":"Sur l'invariance de l'indice de redondance","attachmentId":74812188,"attachmentType":"pdf","work_url":"https://www.academia.edu/807497/Sur_linvariance_de_lindice_de_redondance","alternativeTracking":true}"><span class="material-symbols-outlined" style="font-size: 18px" translate="no">download</span><span class="ds2-5-text-link__content">Download free PDF</span></button><a class="ds2-5-text-link ds2-5-text-link--inline js-related-work-grid-card-view-pdf" href="https://www.academia.edu/807497/Sur_linvariance_de_lindice_de_redondance"><span class="ds2-5-text-link__content">View PDF</span><span class="material-symbols-outlined" style="font-size: 18px" translate="no">chevron_right</span></a></div></div><div class="ds-related-work--container js-related-work-sidebar-card" data-collection-position="10" data-entity-id="24258894" data-sort-order="default"><a class="ds-related-work--title js-related-work-grid-card-title ds2-5-body-md ds2-5-body-link" href="https://www.academia.edu/24258894/R%C3%A9gularit%C3%A9_spatio_temporelle_de_la_solution_des_%C3%A9quations_de_Maxwell_dans_des_domaines_non_convexes">Régularité spatio-temporelle de la solution des équations de Maxwell dans des domaines non convexes</a><div class="ds-related-work--metadata"><a class="js-related-work-grid-card-author ds2-5-body-sm ds2-5-body-link" data-author-id="46755888" href="https://independent.academia.edu/SimonLabrunie">Simon Labrunie</a></div><p class="ds-related-work--metadata ds2-5-body-xs">Comptes Rendus Mathematique, 2002</p><div class="ds-related-work--ctas"><button class="ds2-5-text-link ds2-5-text-link--inline js-swp-download-button" data-signup-modal="{"location":"wsj-grid-card-download-pdf-modal","work_title":"Régularité spatio-temporelle de la solution des équations de Maxwell dans des domaines non convexes","attachmentId":44596129,"attachmentType":"pdf","work_url":"https://www.academia.edu/24258894/R%C3%A9gularit%C3%A9_spatio_temporelle_de_la_solution_des_%C3%A9quations_de_Maxwell_dans_des_domaines_non_convexes","alternativeTracking":true}"><span class="material-symbols-outlined" style="font-size: 18px" translate="no">download</span><span class="ds2-5-text-link__content">Download free PDF</span></button><a class="ds2-5-text-link ds2-5-text-link--inline js-related-work-grid-card-view-pdf" href="https://www.academia.edu/24258894/R%C3%A9gularit%C3%A9_spatio_temporelle_de_la_solution_des_%C3%A9quations_de_Maxwell_dans_des_domaines_non_convexes"><span class="ds2-5-text-link__content">View PDF</span><span class="material-symbols-outlined" style="font-size: 18px" translate="no">chevron_right</span></a></div></div><div class="ds-related-work--container js-related-work-sidebar-card" data-collection-position="11" data-entity-id="90842246" data-sort-order="default"><a class="ds-related-work--title js-related-work-grid-card-title ds2-5-body-md ds2-5-body-link" href="https://www.academia.edu/90842246/Solutions_non_oscillantes_d_une_%C3%A9quation_diff%C3%A9rentielle_et_corps_de_Hardy">Solutions non oscillantes d’une équation différentielle et corps de Hardy</a><div class="ds-related-work--metadata"><a class="js-related-work-grid-card-author ds2-5-body-sm ds2-5-body-link" data-author-id="234433113" href="https://independent.academia.edu/FernandoSanz45">Fernando Sanz</a></div><p class="ds-related-work--metadata ds2-5-body-xs">Annales de l’institut Fourier, 2007</p><div class="ds-related-work--ctas"><button class="ds2-5-text-link ds2-5-text-link--inline js-swp-download-button" data-signup-modal="{"location":"wsj-grid-card-download-pdf-modal","work_title":"Solutions non oscillantes d’une équation différentielle et corps de Hardy","attachmentId":94293451,"attachmentType":"pdf","work_url":"https://www.academia.edu/90842246/Solutions_non_oscillantes_d_une_%C3%A9quation_diff%C3%A9rentielle_et_corps_de_Hardy","alternativeTracking":true}"><span class="material-symbols-outlined" style="font-size: 18px" translate="no">download</span><span class="ds2-5-text-link__content">Download free PDF</span></button><a class="ds2-5-text-link ds2-5-text-link--inline js-related-work-grid-card-view-pdf" href="https://www.academia.edu/90842246/Solutions_non_oscillantes_d_une_%C3%A9quation_diff%C3%A9rentielle_et_corps_de_Hardy"><span class="ds2-5-text-link__content">View PDF</span><span class="material-symbols-outlined" style="font-size: 18px" translate="no">chevron_right</span></a></div></div><div class="ds-related-work--container js-related-work-sidebar-card" data-collection-position="12" data-entity-id="117739245" data-sort-order="default"><a class="ds-related-work--title js-related-work-grid-card-title ds2-5-body-md ds2-5-body-link" href="https://www.academia.edu/117739245/R%C3%A9solutions_d%C3%A9quations_dondes_en_dimension_quelconque">Résolutions d'équations d'ondes en dimension quelconque</a><div class="ds-related-work--metadata"><a class="js-related-work-grid-card-author ds2-5-body-sm ds2-5-body-link" data-author-id="3119396" href="https://independent.academia.edu/R%C3%A9janeFieschi">Réjane Fieschi</a></div><p class="ds-related-work--metadata ds2-5-body-xs">2017</p><div class="ds-related-work--ctas"><button class="ds2-5-text-link ds2-5-text-link--inline js-swp-download-button" data-signup-modal="{"location":"wsj-grid-card-download-pdf-modal","work_title":"Résolutions d'équations d'ondes en dimension quelconque","attachmentId":113520986,"attachmentType":"pdf","work_url":"https://www.academia.edu/117739245/R%C3%A9solutions_d%C3%A9quations_dondes_en_dimension_quelconque","alternativeTracking":true}"><span class="material-symbols-outlined" style="font-size: 18px" translate="no">download</span><span class="ds2-5-text-link__content">Download free PDF</span></button><a class="ds2-5-text-link ds2-5-text-link--inline js-related-work-grid-card-view-pdf" href="https://www.academia.edu/117739245/R%C3%A9solutions_d%C3%A9quations_dondes_en_dimension_quelconque"><span class="ds2-5-text-link__content">View PDF</span><span class="material-symbols-outlined" style="font-size: 18px" translate="no">chevron_right</span></a></div></div><div class="ds-related-work--container js-related-work-sidebar-card" data-collection-position="13" data-entity-id="110142007" data-sort-order="default"><a class="ds-related-work--title js-related-work-grid-card-title ds2-5-body-md ds2-5-body-link" href="https://www.academia.edu/110142007/Contribution_%C3%A0_la_r%C3%A9solution_des_%C3%A9quations_de_la_magn%C3%A9tohydrodynamique_et_de_la_magn%C3%A9tostatique">Contribution à la résolution des équations de la magnétohydrodynamique et de la magnétostatique</a><div class="ds-related-work--metadata"><a class="js-related-work-grid-card-author ds2-5-body-sm ds2-5-body-link" data-author-id="42069574" href="https://independent.academia.edu/C%C3%A9dricBoulbe">Cédric Boulbe</a></div><div class="ds-related-work--ctas"><button class="ds2-5-text-link ds2-5-text-link--inline js-swp-download-button" data-signup-modal="{"location":"wsj-grid-card-download-pdf-modal","work_title":"Contribution à la résolution des équations de la magnétohydrodynamique et de la magnétostatique","attachmentId":108862890,"attachmentType":"pdf","work_url":"https://www.academia.edu/110142007/Contribution_%C3%A0_la_r%C3%A9solution_des_%C3%A9quations_de_la_magn%C3%A9tohydrodynamique_et_de_la_magn%C3%A9tostatique","alternativeTracking":true}"><span class="material-symbols-outlined" style="font-size: 18px" translate="no">download</span><span class="ds2-5-text-link__content">Download free PDF</span></button><a class="ds2-5-text-link ds2-5-text-link--inline js-related-work-grid-card-view-pdf" href="https://www.academia.edu/110142007/Contribution_%C3%A0_la_r%C3%A9solution_des_%C3%A9quations_de_la_magn%C3%A9tohydrodynamique_et_de_la_magn%C3%A9tostatique"><span class="ds2-5-text-link__content">View PDF</span><span class="material-symbols-outlined" style="font-size: 18px" translate="no">chevron_right</span></a></div></div><div class="ds-related-work--container js-related-work-sidebar-card" data-collection-position="14" data-entity-id="109401992" data-sort-order="default"><a class="ds-related-work--title js-related-work-grid-card-title ds2-5-body-md ds2-5-body-link" href="https://www.academia.edu/109401992/Scattering_scattering_inverse_et_%C3%A9quations_d%C3%A9volutions_non_lin%C3%A9aires">Scattering, scattering inverse et équations d'évolutions non linéaires</a><div class="ds-related-work--metadata"><a class="js-related-work-grid-card-author ds2-5-body-sm ds2-5-body-link" data-author-id="50457103" href="https://independent.academia.edu/RonaldCoifman">Ronald Coifman</a></div><p class="ds-related-work--metadata ds2-5-body-xs">Journées Équations aux dérivées partielles, 1981</p><div class="ds-related-work--ctas"><button class="ds2-5-text-link ds2-5-text-link--inline js-swp-download-button" data-signup-modal="{"location":"wsj-grid-card-download-pdf-modal","work_title":"Scattering, scattering inverse et équations d'évolutions non linéaires","attachmentId":107538360,"attachmentType":"pdf","work_url":"https://www.academia.edu/109401992/Scattering_scattering_inverse_et_%C3%A9quations_d%C3%A9volutions_non_lin%C3%A9aires","alternativeTracking":true}"><span class="material-symbols-outlined" style="font-size: 18px" translate="no">download</span><span class="ds2-5-text-link__content">Download free PDF</span></button><a class="ds2-5-text-link ds2-5-text-link--inline js-related-work-grid-card-view-pdf" href="https://www.academia.edu/109401992/Scattering_scattering_inverse_et_%C3%A9quations_d%C3%A9volutions_non_lin%C3%A9aires"><span class="ds2-5-text-link__content">View PDF</span><span class="material-symbols-outlined" style="font-size: 18px" translate="no">chevron_right</span></a></div></div><div class="ds-related-work--container js-related-work-sidebar-card" data-collection-position="15" data-entity-id="57784250" data-sort-order="default"><a class="ds-related-work--title js-related-work-grid-card-title ds2-5-body-md ds2-5-body-link" href="https://www.academia.edu/57784250/Henri_Poincar%C3%A9_et_les_%C3%A9quations_aux_d%C3%A9riv%C3%A9es_partielles_de_la_physique_math%C3%A9matique">Henri Poincaré et les équations aux dérivées partielles de la physique mathématique</a><div class="ds-related-work--metadata"><a class="js-related-work-grid-card-author ds2-5-body-sm ds2-5-body-link" data-author-id="21912025" href="https://independent.academia.edu/JeanMawhin">Jean Mawhin</a></div><p class="ds-related-work--metadata ds2-5-body-xs">2006</p><div class="ds-related-work--ctas"><button class="ds2-5-text-link ds2-5-text-link--inline js-swp-download-button" data-signup-modal="{"location":"wsj-grid-card-download-pdf-modal","work_title":"Henri Poincaré et les équations aux dérivées partielles de la physique mathématique","attachmentId":72514862,"attachmentType":"pdf","work_url":"https://www.academia.edu/57784250/Henri_Poincar%C3%A9_et_les_%C3%A9quations_aux_d%C3%A9riv%C3%A9es_partielles_de_la_physique_math%C3%A9matique","alternativeTracking":true}"><span class="material-symbols-outlined" style="font-size: 18px" translate="no">download</span><span class="ds2-5-text-link__content">Download free PDF</span></button><a class="ds2-5-text-link ds2-5-text-link--inline js-related-work-grid-card-view-pdf" href="https://www.academia.edu/57784250/Henri_Poincar%C3%A9_et_les_%C3%A9quations_aux_d%C3%A9riv%C3%A9es_partielles_de_la_physique_math%C3%A9matique"><span class="ds2-5-text-link__content">View PDF</span><span class="material-symbols-outlined" style="font-size: 18px" translate="no">chevron_right</span></a></div></div><div class="ds-related-work--container js-related-work-sidebar-card" data-collection-position="16" data-entity-id="55906995" data-sort-order="default"><a class="ds-related-work--title js-related-work-grid-card-title ds2-5-body-md ds2-5-body-link" href="https://www.academia.edu/55906995/Analyse_de_linvariance_d%C3%A9chelle_de_s%C3%A9ries_temporelles_par_la_d%C3%A9composition_modale_empirique_et_lanalyse_spectrale_de_Hilbert">Analyse de l'invariance d'échelle de séries temporelles par la décomposition modale empirique et l'analyse spectrale de Hilbert</a><div class="ds-related-work--metadata"><a class="js-related-work-grid-card-author ds2-5-body-sm ds2-5-body-link" data-author-id="150647355" href="https://independent.academia.edu/FrancoisGSchmitt">Francois G Schmitt</a></div><p class="ds-related-work--metadata ds2-5-body-xs">2008</p><div class="ds-related-work--ctas"><button class="ds2-5-text-link ds2-5-text-link--inline js-swp-download-button" data-signup-modal="{"location":"wsj-grid-card-download-pdf-modal","work_title":"Analyse de l'invariance d'échelle de séries temporelles par la décomposition modale empirique et l'analyse spectrale de Hilbert","attachmentId":71554274,"attachmentType":"pdf","work_url":"https://www.academia.edu/55906995/Analyse_de_linvariance_d%C3%A9chelle_de_s%C3%A9ries_temporelles_par_la_d%C3%A9composition_modale_empirique_et_lanalyse_spectrale_de_Hilbert","alternativeTracking":true}"><span class="material-symbols-outlined" style="font-size: 18px" translate="no">download</span><span class="ds2-5-text-link__content">Download free PDF</span></button><a class="ds2-5-text-link ds2-5-text-link--inline js-related-work-grid-card-view-pdf" href="https://www.academia.edu/55906995/Analyse_de_linvariance_d%C3%A9chelle_de_s%C3%A9ries_temporelles_par_la_d%C3%A9composition_modale_empirique_et_lanalyse_spectrale_de_Hilbert"><span class="ds2-5-text-link__content">View PDF</span><span class="material-symbols-outlined" style="font-size: 18px" translate="no">chevron_right</span></a></div></div><div class="ds-related-work--container js-related-work-sidebar-card" data-collection-position="17" data-entity-id="81449532" data-sort-order="default"><a class="ds-related-work--title js-related-work-grid-card-title ds2-5-body-md ds2-5-body-link" href="https://www.academia.edu/81449532/Principe_de_Picard_pour_les_mesures_invariantes_par_rotation">Principe de Picard pour les mesures invariantes par rotation</a><div class="ds-related-work--metadata"><a class="js-related-work-grid-card-author ds2-5-body-sm ds2-5-body-link" data-author-id="174532810" href="https://independent.academia.edu/EzzeddineHaouala">Ezzeddine Haouala</a></div><p class="ds-related-work--metadata ds2-5-body-xs">Journal of the Mathematical Society of Japan, 1995</p><div class="ds-related-work--ctas"><button class="ds2-5-text-link ds2-5-text-link--inline js-swp-download-button" data-signup-modal="{"location":"wsj-grid-card-download-pdf-modal","work_title":"Principe de Picard pour les mesures invariantes par rotation","attachmentId":87488768,"attachmentType":"pdf","work_url":"https://www.academia.edu/81449532/Principe_de_Picard_pour_les_mesures_invariantes_par_rotation","alternativeTracking":true}"><span class="material-symbols-outlined" style="font-size: 18px" translate="no">download</span><span class="ds2-5-text-link__content">Download free PDF</span></button><a class="ds2-5-text-link ds2-5-text-link--inline js-related-work-grid-card-view-pdf" href="https://www.academia.edu/81449532/Principe_de_Picard_pour_les_mesures_invariantes_par_rotation"><span class="ds2-5-text-link__content">View PDF</span><span class="material-symbols-outlined" style="font-size: 18px" translate="no">chevron_right</span></a></div></div><div class="ds-related-work--container js-related-work-sidebar-card" data-collection-position="18" data-entity-id="39201631" data-sort-order="default"><a class="ds-related-work--title js-related-work-grid-card-title ds2-5-body-md ds2-5-body-link" href="https://www.academia.edu/39201631/Universit%C3%A9_Aix_Marseille_Master_2_de_math%C3%A9matiques_Equations_aux_d%C3%A9riv%C3%A9es_partielles">Université Aix Marseille Master 2 de mathématiques Equations aux dérivées partielles</a><div class="ds-related-work--metadata"><a class="js-related-work-grid-card-author ds2-5-body-sm ds2-5-body-link" data-author-id="114031597" href="https://hassane1.academia.edu/hossamalaki">hossa malaki</a></div><div class="ds-related-work--ctas"><button class="ds2-5-text-link ds2-5-text-link--inline js-swp-download-button" data-signup-modal="{"location":"wsj-grid-card-download-pdf-modal","work_title":"Université Aix Marseille Master 2 de mathématiques Equations aux dérivées partielles","attachmentId":59330136,"attachmentType":"pdf","work_url":"https://www.academia.edu/39201631/Universit%C3%A9_Aix_Marseille_Master_2_de_math%C3%A9matiques_Equations_aux_d%C3%A9riv%C3%A9es_partielles","alternativeTracking":true}"><span class="material-symbols-outlined" style="font-size: 18px" translate="no">download</span><span class="ds2-5-text-link__content">Download free PDF</span></button><a class="ds2-5-text-link ds2-5-text-link--inline js-related-work-grid-card-view-pdf" href="https://www.academia.edu/39201631/Universit%C3%A9_Aix_Marseille_Master_2_de_math%C3%A9matiques_Equations_aux_d%C3%A9riv%C3%A9es_partielles"><span class="ds2-5-text-link__content">View PDF</span><span class="material-symbols-outlined" style="font-size: 18px" translate="no">chevron_right</span></a></div></div><div class="ds-related-work--container js-related-work-sidebar-card" data-collection-position="19" data-entity-id="108906224" data-sort-order="default"><a class="ds-related-work--title js-related-work-grid-card-title ds2-5-body-md ds2-5-body-link" href="https://www.academia.edu/108906224/Approche_variationnelle_pour_le_calcul_bay%C3%A9sien_dans_les_probl%C3%A8mes_inverses_en_imagerie">Approche variationnelle pour le calcul bayésien dans les problèmes inverses en imagerie</a><div class="ds-related-work--metadata"><a class="js-related-work-grid-card-author ds2-5-body-sm ds2-5-body-link" data-author-id="37225652" href="https://u-psud.academia.edu/AliMohammaddjafari">Ali Mohammad-djafari</a></div><p class="ds-related-work--metadata ds2-5-body-xs">HAL (Le Centre pour la Communication Scientifique Directe), 2009</p><div class="ds-related-work--ctas"><button class="ds2-5-text-link ds2-5-text-link--inline js-swp-download-button" data-signup-modal="{"location":"wsj-grid-card-download-pdf-modal","work_title":"Approche variationnelle pour le calcul bayésien dans les problèmes inverses en imagerie","attachmentId":107173687,"attachmentType":"pdf","work_url":"https://www.academia.edu/108906224/Approche_variationnelle_pour_le_calcul_bay%C3%A9sien_dans_les_probl%C3%A8mes_inverses_en_imagerie","alternativeTracking":true}"><span class="material-symbols-outlined" style="font-size: 18px" translate="no">download</span><span class="ds2-5-text-link__content">Download free PDF</span></button><a class="ds2-5-text-link ds2-5-text-link--inline js-related-work-grid-card-view-pdf" href="https://www.academia.edu/108906224/Approche_variationnelle_pour_le_calcul_bay%C3%A9sien_dans_les_probl%C3%A8mes_inverses_en_imagerie"><span class="ds2-5-text-link__content">View PDF</span><span class="material-symbols-outlined" style="font-size: 18px" translate="no">chevron_right</span></a></div></div><div class="ds-related-work--container js-related-work-sidebar-card" data-collection-position="20" data-entity-id="81143910" data-sort-order="default"><a class="ds-related-work--title js-related-work-grid-card-title ds2-5-body-md ds2-5-body-link" href="https://www.academia.edu/81143910/Sur_la_r%C3%A9gularit%C3%A9_des_solutions_de_l%C3%A9quation_divA_x_u_u_B_x_u_u_avec_des_conditions_aux_limites_unilat%C3%A9rales_et_m%C3%AAl%C3%A9es">Sur la régularité des solutions de l'équation divA(x, u, ∇u)=B(x, u, ∇u) avec des conditions aux limites unilatérales et mêlées</a><div class="ds-related-work--metadata"><a class="js-related-work-grid-card-author ds2-5-body-sm ds2-5-body-link" data-author-id="33887518" href="https://independent.academia.edu/HugoDaVeiga">Hugo Da Veiga</a></div><p class="ds-related-work--metadata ds2-5-body-xs">Annali di Matematica Pura ed Applicata, Series 4, 1972</p><div class="ds-related-work--ctas"><button class="ds2-5-text-link ds2-5-text-link--inline js-swp-download-button" data-signup-modal="{"location":"wsj-grid-card-download-pdf-modal","work_title":"Sur la régularité des solutions de l'équation divA(x, u, ∇u)=B(x, u, ∇u) avec des conditions aux limites unilatérales et mêlées","attachmentId":87291273,"attachmentType":"pdf","work_url":"https://www.academia.edu/81143910/Sur_la_r%C3%A9gularit%C3%A9_des_solutions_de_l%C3%A9quation_divA_x_u_u_B_x_u_u_avec_des_conditions_aux_limites_unilat%C3%A9rales_et_m%C3%AAl%C3%A9es","alternativeTracking":true}"><span class="material-symbols-outlined" style="font-size: 18px" translate="no">download</span><span class="ds2-5-text-link__content">Download free PDF</span></button><a class="ds2-5-text-link ds2-5-text-link--inline js-related-work-grid-card-view-pdf" href="https://www.academia.edu/81143910/Sur_la_r%C3%A9gularit%C3%A9_des_solutions_de_l%C3%A9quation_divA_x_u_u_B_x_u_u_avec_des_conditions_aux_limites_unilat%C3%A9rales_et_m%C3%AAl%C3%A9es"><span class="ds2-5-text-link__content">View PDF</span><span class="material-symbols-outlined" style="font-size: 18px" translate="no">chevron_right</span></a></div></div><div class="ds-related-work--container js-related-work-sidebar-card" data-collection-position="21" data-entity-id="22655328" data-sort-order="default"><a class="ds-related-work--title js-related-work-grid-card-title ds2-5-body-md ds2-5-body-link" href="https://www.academia.edu/22655328/Mesures_de_Gibbs_invariantes_et_mesures_dequilibre">Mesures de Gibbs invariantes et mesures d'equilibre</a><div class="ds-related-work--metadata"><a class="js-related-work-grid-card-author ds2-5-body-sm ds2-5-body-link" data-author-id="44238690" href="https://independent.academia.edu/DidierPinchon">Didier Pinchon</a></div><p class="ds-related-work--metadata ds2-5-body-xs">Zeitschrift f�r Wahrscheinlichkeitstheorie und Verwandte Gebiete, 1981</p><div class="ds-related-work--ctas"><button class="ds2-5-text-link ds2-5-text-link--inline js-swp-download-button" data-signup-modal="{"location":"wsj-grid-card-download-pdf-modal","work_title":"Mesures de Gibbs invariantes et mesures d'equilibre","attachmentId":43245444,"attachmentType":"pdf","work_url":"https://www.academia.edu/22655328/Mesures_de_Gibbs_invariantes_et_mesures_dequilibre","alternativeTracking":true}"><span class="material-symbols-outlined" style="font-size: 18px" translate="no">download</span><span class="ds2-5-text-link__content">Download free PDF</span></button><a class="ds2-5-text-link ds2-5-text-link--inline js-related-work-grid-card-view-pdf" href="https://www.academia.edu/22655328/Mesures_de_Gibbs_invariantes_et_mesures_dequilibre"><span class="ds2-5-text-link__content">View PDF</span><span class="material-symbols-outlined" style="font-size: 18px" translate="no">chevron_right</span></a></div></div><div class="ds-related-work--container js-related-work-sidebar-card" data-collection-position="22" data-entity-id="61774749" data-sort-order="default"><a class="ds-related-work--title js-related-work-grid-card-title ds2-5-body-md ds2-5-body-link" href="https://www.academia.edu/61774749/R%C3%A9solution_math%C3%A9matique_d%C3%A9quations_d%C3%A9crivant_l%C3%A9volution_dune_surface_dun_mat%C3%A9riau_contraint">Résolution mathématique d'équations décrivant l'évolution d'une surface d'un matériau contraint</a><div class="ds-related-work--metadata"><a class="js-related-work-grid-card-author ds2-5-body-sm ds2-5-body-link" data-author-id="33877871" href="https://univ-antilles.academia.edu/AlainPi%C3%A9trus">Alain Piétrus</a></div><p class="ds-related-work--metadata ds2-5-body-xs">Comptes Rendus de l'Académie des Sciences - Series I - Mathematics, 2001</p><div class="ds-related-work--ctas"><button class="ds2-5-text-link ds2-5-text-link--inline js-swp-download-button" data-signup-modal="{"location":"wsj-grid-card-download-pdf-modal","work_title":"Résolution mathématique d'équations décrivant l'évolution d'une surface d'un matériau contraint","attachmentId":74727401,"attachmentType":"pdf","work_url":"https://www.academia.edu/61774749/R%C3%A9solution_math%C3%A9matique_d%C3%A9quations_d%C3%A9crivant_l%C3%A9volution_dune_surface_dun_mat%C3%A9riau_contraint","alternativeTracking":true}"><span class="material-symbols-outlined" style="font-size: 18px" translate="no">download</span><span class="ds2-5-text-link__content">Download free PDF</span></button><a class="ds2-5-text-link ds2-5-text-link--inline js-related-work-grid-card-view-pdf" href="https://www.academia.edu/61774749/R%C3%A9solution_math%C3%A9matique_d%C3%A9quations_d%C3%A9crivant_l%C3%A9volution_dune_surface_dun_mat%C3%A9riau_contraint"><span class="ds2-5-text-link__content">View PDF</span><span class="material-symbols-outlined" style="font-size: 18px" translate="no">chevron_right</span></a></div></div><div class="ds-related-work--container js-related-work-sidebar-card" data-collection-position="23" data-entity-id="30413409" data-sort-order="default"><a class="ds-related-work--title js-related-work-grid-card-title ds2-5-body-md ds2-5-body-link" href="https://www.academia.edu/30413409/Analyse_microlocale_sur_les_vari%C3%A9t%C3%A9s_de_Cauchy_Riemann_et_probl%C3%A8me_du_prolongement_des_solutions_holomorphes_des_%C3%A9quations_aux_d%C3%A9riv%C3%A9es_partielles">Analyse microlocale sur les variétés de Cauchy-Riemann et problème du prolongement des solutions holomorphes des équations aux dérivées partielles</a><div class="ds-related-work--metadata"><a class="js-related-work-grid-card-author ds2-5-body-sm ds2-5-body-link" data-author-id="4680302" href="https://independent.academia.edu/ShinichiTajima">Shinichi Tajima</a></div><p class="ds-related-work--metadata ds2-5-body-xs">Publications of the Research Institute for Mathematical Sciences, 1982</p><div class="ds-related-work--ctas"><button class="ds2-5-text-link ds2-5-text-link--inline js-swp-download-button" data-signup-modal="{"location":"wsj-grid-card-download-pdf-modal","work_title":"Analyse microlocale sur les variétés de Cauchy-Riemann et problème du prolongement des solutions holomorphes des équations aux dérivées partielles","attachmentId":50858199,"attachmentType":"pdf","work_url":"https://www.academia.edu/30413409/Analyse_microlocale_sur_les_vari%C3%A9t%C3%A9s_de_Cauchy_Riemann_et_probl%C3%A8me_du_prolongement_des_solutions_holomorphes_des_%C3%A9quations_aux_d%C3%A9riv%C3%A9es_partielles","alternativeTracking":true}"><span class="material-symbols-outlined" style="font-size: 18px" translate="no">download</span><span class="ds2-5-text-link__content">Download free PDF</span></button><a class="ds2-5-text-link ds2-5-text-link--inline js-related-work-grid-card-view-pdf" href="https://www.academia.edu/30413409/Analyse_microlocale_sur_les_vari%C3%A9t%C3%A9s_de_Cauchy_Riemann_et_probl%C3%A8me_du_prolongement_des_solutions_holomorphes_des_%C3%A9quations_aux_d%C3%A9riv%C3%A9es_partielles"><span class="ds2-5-text-link__content">View PDF</span><span class="material-symbols-outlined" style="font-size: 18px" translate="no">chevron_right</span></a></div></div><div class="ds-related-work--container js-related-work-sidebar-card" data-collection-position="24" data-entity-id="69756938" data-sort-order="default"><a class="ds-related-work--title js-related-work-grid-card-title ds2-5-body-md ds2-5-body-link" href="https://www.academia.edu/69756938/La_th_eorie_floue_et_la_d_erivation_fractionnaire_Application_aux_equations_diff_erentielles_hybrides">La th\'eorie floue et la d\'erivation fractionnaire : Application aux \'equations diff\'erentielles hybrides</a><div class="ds-related-work--metadata"><a class="js-related-work-grid-card-author ds2-5-body-sm ds2-5-body-link" data-author-id="116969798" href="https://universitesms.academia.edu/AzizElghazouani">Aziz Elghazouani</a></div><p class="ds-related-work--metadata ds2-5-body-xs">2021</p><div class="ds-related-work--ctas"><button class="ds2-5-text-link ds2-5-text-link--inline js-swp-download-button" data-signup-modal="{"location":"wsj-grid-card-download-pdf-modal","work_title":"La th\\'eorie floue et la d\\'erivation fractionnaire : Application aux \\'equations diff\\'erentielles hybrides","attachmentId":79729760,"attachmentType":"pdf","work_url":"https://www.academia.edu/69756938/La_th_eorie_floue_et_la_d_erivation_fractionnaire_Application_aux_equations_diff_erentielles_hybrides","alternativeTracking":true}"><span class="material-symbols-outlined" style="font-size: 18px" translate="no">download</span><span class="ds2-5-text-link__content">Download free PDF</span></button><a class="ds2-5-text-link ds2-5-text-link--inline js-related-work-grid-card-view-pdf" href="https://www.academia.edu/69756938/La_th_eorie_floue_et_la_d_erivation_fractionnaire_Application_aux_equations_diff_erentielles_hybrides"><span class="ds2-5-text-link__content">View PDF</span><span class="material-symbols-outlined" style="font-size: 18px" translate="no">chevron_right</span></a></div></div></div><div class="ds-related-content--container"><h2 class="ds-related-content--heading">Related topics</h2><div class="ds-research-interests--pills-container"><a class="js-related-research-interest ds-research-interests--pill" data-entity-id="318" href="https://www.academia.edu/Documents/in/Mathematical_Physics">Mathematical Physics</a><a class="js-related-research-interest ds-research-interests--pill" data-entity-id="517" href="https://www.academia.edu/Documents/in/Plasma_Physics">Plasma Physics</a><a class="js-related-research-interest ds-research-interests--pill" data-entity-id="39018" href="https://www.academia.edu/Documents/in/Lie_Groups">Lie Groups</a><a class="js-related-research-interest ds-research-interests--pill" data-entity-id="200112" href="https://www.academia.edu/Documents/in/Lie_point_symmetries_of_Differential_Equations">Lie point symmetries of Differen...</a></div></div></div></div></div><div class="footer--content"><ul class="footer--main-links hide-on-mobile"><li><a href="https://www.academia.edu/about">About</a></li><li><a href="https://www.academia.edu/press">Press</a></li><li><a rel="nofollow" href="https://medium.com/academia">Blog</a></li><li><a href="https://www.academia.edu/documents">Papers</a></li><li><a href="https://www.academia.edu/topics">Topics</a></li><li><a href="https://www.academia.edu/hiring"><svg style="width: 13px; height: 13px; position: relative; bottom: -1px;" aria-hidden="true" focusable="false" data-prefix="fas" data-icon="briefcase" class="svg-inline--fa fa-briefcase fa-w-16" role="img" xmlns="http://www.w3.org/2000/svg" viewBox="0 0 512 512"><path fill="currentColor" d="M320 336c0 8.84-7.16 16-16 16h-96c-8.84 0-16-7.16-16-16v-48H0v144c0 25.6 22.4 48 48 48h416c25.6 0 48-22.4 48-48V288H320v48zm144-208h-80V80c0-25.6-22.4-48-48-48H176c-25.6 0-48 22.4-48 48v48H48c-25.6 0-48 22.4-48 48v80h512v-80c0-25.6-22.4-48-48-48zm-144 0H192V96h128v32z"></path></svg> <strong>We're Hiring!</strong></a></li><li><a href="https://support.academia.edu/"><svg style="width: 12px; height: 12px; position: relative; bottom: -1px;" aria-hidden="true" focusable="false" data-prefix="fas" data-icon="question-circle" class="svg-inline--fa fa-question-circle fa-w-16" role="img" xmlns="http://www.w3.org/2000/svg" viewBox="0 0 512 512"><path fill="currentColor" d="M504 256c0 136.997-111.043 248-248 248S8 392.997 8 256C8 119.083 119.043 8 256 8s248 111.083 248 248zM262.655 90c-54.497 0-89.255 22.957-116.549 63.758-3.536 5.286-2.353 12.415 2.715 16.258l34.699 26.31c5.205 3.947 12.621 3.008 16.665-2.122 17.864-22.658 30.113-35.797 57.303-35.797 20.429 0 45.698 13.148 45.698 32.958 0 14.976-12.363 22.667-32.534 33.976C247.128 238.528 216 254.941 216 296v4c0 6.627 5.373 12 12 12h56c6.627 0 12-5.373 12-12v-1.333c0-28.462 83.186-29.647 83.186-106.667 0-58.002-60.165-102-116.531-102zM256 338c-25.365 0-46 20.635-46 46 0 25.364 20.635 46 46 46s46-20.636 46-46c0-25.365-20.635-46-46-46z"></path></svg> <strong>Help Center</strong></a></li></ul><ul class="footer--research-interests"><li>Find new research papers in:</li><li><a href="https://www.academia.edu/Documents/in/Physics">Physics</a></li><li><a href="https://www.academia.edu/Documents/in/Chemistry">Chemistry</a></li><li><a href="https://www.academia.edu/Documents/in/Biology">Biology</a></li><li><a href="https://www.academia.edu/Documents/in/Health_Sciences">Health Sciences</a></li><li><a href="https://www.academia.edu/Documents/in/Ecology">Ecology</a></li><li><a href="https://www.academia.edu/Documents/in/Earth_Sciences">Earth Sciences</a></li><li><a href="https://www.academia.edu/Documents/in/Cognitive_Science">Cognitive Science</a></li><li><a href="https://www.academia.edu/Documents/in/Mathematics">Mathematics</a></li><li><a href="https://www.academia.edu/Documents/in/Computer_Science">Computer Science</a></li></ul><ul class="footer--legal-links hide-on-mobile"><li><a href="https://www.academia.edu/terms">Terms</a></li><li><a href="https://www.academia.edu/privacy">Privacy</a></li><li><a href="https://www.academia.edu/copyright">Copyright</a></li><li>Academia ©2024</li></ul></div> </body> </html>