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window.document.getElementById("labelledrow_always_open_"+counter); var row_open = window.document.getElementById("labelledrow_open_"+counter); var row_closed = window.document.getElementById("labelledrow_closed_"+counter); if ( row_open != null && row_closed != null ) { row_open.style.display = 'none'; row_closed.style.display = 'table-row'; } else if ( row_always_open != null ){ } else { fold_title=false; } counter+=1; } } function open_close_title_display(open_id,close_id) { var title_open = window.document.getElementById(open_id); var title_close = window.document.getElementById(close_id); if ( title_open != null ) { title_close.style.display = 'none'; title_open.style.display = 'table-row'; } } //--> </script><table summary="title presentation" style="margin-left:64px;"> <tr style="display:table-row;"> <td></td> <td class="rec_lable"></td> <td class="rec_title"><div><span> </span></div></td> </tr> <tr style="display:table-row;"> <td></td> <td class="rec_lable"><div><span>PPN: </span></div></td> <td class="rec_title"><div> <span>129957267 </span><span><a class="link_gen" href="https://gvk.k10plus.de/DB=2.1/PPNSET?PPN=129957267">聽</a></span><span><a href="https://gvk.k10plus.de/DB=2.1/PPNSET?PPN=129957267" target="_blank"><img src="https://kxpwww.k10plus.de/images/icons/zitierlink.gif" alt="Zitierlink" title="Zitierlink" class="img_link"></a></span> </div></td> </tr> <tr style="display:table-row;"> <td></td> <td class="rec_lable"><div><span> </span></div></td> <td class="rec_title"><div><span>[Monografische Reihe]</span></div></td> </tr> <tr style="display:table-row;"> <td></td> <td class="rec_lable"><div><span>Schriftenreihe: </span></div></td> <td class="rec_title"><div><span><a class="link_gen" href="MAT=/NOMAT=T/CLK?IKT=8062&TRM=Publications+mathe%CC%81matiques+de+l'Universite%CC%81+Pierre+et+Marie+Curie">Publications math茅matiques de l'Universit茅 Pierre et Marie Curie</a></span></div></td> </tr> <tr style="display:table-row;"> <td></td> <td class="rec_lable"><div><span>K枚rperschaft/en: </span></div></td> <td class="rec_title"><div> <span><a class="link_gen" href="MAT=/NOMAT=T/REL?PPN=102183007">Universit茅 Pierre et Marie Curie <Paris></a></span><span> [VerfasserIn] </span><span><a href="https://gvk.k10plus.de/DB=2.1/PPNSET?PPN=102183007" target=""><img src="https://kxpwww.k10plus.de/images/icons/kor_link.gif" alt="Corporation" title="Corporation" class="img_link"></a></span> </div></td> </tr> <tr style="display:table-row;"> <td></td> <td class="rec_lable"><div><span>Ort/Jahr: </span></div></td> <td class="rec_title"><div><span>Paris : Univ., 1976-1999</span></div></td> </tr> <tr style="display:table-row;"> <td></td> <td class="rec_lable"><div><span>Art des Inhalts: </span></div></td> <td class="rec_title"><div><span><a class="link_gen" href="MAT=/NOMAT=T/REL?PPN=104628669">Monografische Reihe</a></span></div></td> </tr> <tr style="display:table-row;"> <td></td> <td class="rec_lable"><div><span>Ersch.-verlauf: </span></div></td> <td class="rec_title"><div><span>1.1976 - 121.1999; damit Ersch. eingest.</span></div></td> </tr> <tr style="display:table-row;"> <td></td> <td class="rec_lable"><div><span>Bibliogr. Zusammenhang: </span></div></td> <td class="rec_title"> <div> <span>42=1980/81; 51=1981/82 von: </span><span><a class="link_gen" href="MAT=/NOMAT=T/CLK?IKT=12&TRM=13089981X">S茅minaire sur les Equations aux D茅riv茅es Partielles Hyperboliques et Holomorphes / S茅minaire sur les Equations aux D茅riv茅es Partielles Hyperboliques et Holomorphes. - Paris, 1979-1984, ZDB-ID 1043814-2</a></span> </div> <div> <span>29=18; 41=19; 46=20; 54=21; 59=22; 66=23; 78=24; 82=25; 86=26; 91=27; 94=28; 121=37/38 von: </span><span><a class="link_gen" href="MAT=/NOMAT=T/CLK?IKT=12&TRM=131099507">S茅minaire d'Initiation 脿 l'Analyse / S茅minaire d'Initiation a l'Analyse. - Paris : [Verlag nicht ermittelbar], 1979-1999, ZDB-ID 1117643-X</a></span> </div> </td> </tr> <tr style="display:table-row;"> <td></td> <td class="rec_lable"><div><span>ISSN: </span></div></td> <td class="rec_title"><div> <span><a class="link_gen" href="MAT=/NOMAT=T/CLK?IKT=8&TRM=1151-1745">1151-1745</a></span><span> </span> </div></td> </tr> <tr style="display:table-row;"> <td></td> <td class="rec_lable"><div><span>ZDB-ID: </span></div></td> <td class="rec_title"><div><span>405186-5</span></div></td> </tr> <tr style="display:table-row;"> <td></td> <td class="rec_lable"><div><span>Klassifikation: </span></div></td> <td class="rec_title"><div><span>Dewey Decimal Classification: 510</span></div></td> </tr> </table> <div xmlns:xd="http://www.pnp-software.com/XSLTdoc" style="margin-left:64px;"><table summary="title info"><tr> <td style="padding-left:11em;">聽</td> <td class="rec_title"><a class="link_gen" href="http://www.worldcat.org/oclc/183359564/editions?editionsView=true&referer=br" target="_worldcat"><img alt="Alle Ausgaben und Formate dieses Titels in WorldCat" src="https://kxpwww.k10plus.de/images/icons/worldcat.gif" border="" title="Alle Ausgaben und Formate dieses Titels in WorldCat"></a></td> <td class="rec_title">聽</td> </tr></table></div></span> </div> <div class="bottom5"><span class="ttllist_actions"><span><a class="link_gen" href="FAM?PPN=129957267">zugeh枚rige Publikationen</a></span><div id="bibtip_reclist" style="display:none"></div></span></div> <div class="tabline_holding"><img alt="" src="https://kxpwww.k10plus.de/images/gui/empty.gif" width="1" height="1" border="" title=""></div> <div class="title_holding">Besitzende Bibliothek(en): Klicken Sie auf einen Bibliotheksnamen oder auf > <a class="link_gen" href="PRS=HOL/SHW?FRST=1&HILN=888#888"><span class="button" style="padding-left:6px;padding-right:6px;">Detailansicht</span></a> </div> <div class="tabline_holding"><img alt="" src="https://kxpwww.k10plus.de/images/gui/empty.gif" width="1" height="1" border="" title=""></div> <div class="holding_box"> <div class="smaller"> <span class="right5"><a href="https://opac.sub.uni-goettingen.de/DB=1/LNG=DU/CLK?IKT=12&TRM=129957267" target="40"><img alt="Lokale Verf眉gbarkeit (OPAC)" src="https://kxpwww.k10plus.de/images/gui/opc.gif" width="20" height="20" border="" title="Lokale Verf眉gbarkeit 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