CINXE.COM

<!DOCTYPE html PUBLIC "-//W3C//DTD XHTML+RDFa 1.0//EN" "http://www.w3.org/MarkUp/DTD/xhtml-rdfa-1.dtd"> <html xmlns="http://www.w3.org/1999/xhtml" xml:lang="el" version="XHTML+RDFa 1.0" dir="ltr" xmlns:content="http://purl.org/rss/1.0/modules/content/" xmlns:dc="http://purl.org/dc/terms/" xmlns:foaf="http://xmlns.com/foaf/0.1/" xmlns:og="http://ogp.me/ns#" xmlns:rdfs="http://www.w3.org/2000/01/rdf-schema#" xmlns:sioc="http://rdfs.org/sioc/ns#" xmlns:sioct="http://rdfs.org/sioc/types#" xmlns:skos="http://www.w3.org/2004/02/skos/core#" xmlns:xsd="http://www.w3.org/2001/XMLSchema#"> <head profile="http://www.w3.org/1999/xhtml/vocab"> <meta http-equiv="Content-Type" content="text/html; charset=utf-8" /> <meta name="viewport" content="width=device-width, initial-scale=1.0" /> <meta name="description" content="Με τη συγχρηματοδότηση της Ευρωπαϊκής Ένωσης Τελευταία Ενημέρωση: 17/10/2024 Το Υποέργο 4 αφορά στην παροχή εξειδικευμένων επιστημονικών-ερευνητικών υπηρεσιών και ανάγεται στην παραγωγή πρωτότυπων ερευνητικών εργασιών, που αφορούν στη συμβολή των ΜμΕ και της μεταποίησης στην ελληνική οικονομία στο πλαίσιο της της Πράξης «Προσαρμογή του Εθνικού Παρατηρητηρίου για τις ΜμΕ στις" /> <meta name="generator" content="Drupal 7 (https://www.drupal.org)" /> <link rel="canonical" href="https://www.ggb.gr/el/econometric_models" /> <link rel="shortlink" href="https://www.ggb.gr/el/node/2165" /> <title>Υποέργο 4: Ανάπτυξη οικονομετρικών υποδειγμάτων για τη συνεισφορά των ΜμΕ στην ελληνική οικονομία | Γενική Γραμματεία Βιομηχανίας</title> <style type="text/css" media="all"> @import url("https://www.ggb.gr/modules/system/system.base.css?rwyrkk"); @import url("https://www.ggb.gr/modules/system/system.menus.css?rwyrkk"); @import url("https://www.ggb.gr/modules/system/system.messages.css?rwyrkk"); @import url("https://www.ggb.gr/modules/system/system.theme.css?rwyrkk"); </style> <style type="text/css" media="all"> @import url("https://www.ggb.gr/sites/all/modules/simplenews/simplenews.css?rwyrkk"); @import url("https://www.ggb.gr/sites/all/modules/ldap/ldap_user/ldap_user.css?rwyrkk"); @import url("https://www.ggb.gr/modules/aggregator/aggregator.css?rwyrkk"); @import url("https://www.ggb.gr/modules/comment/comment.css?rwyrkk"); @import url("https://www.ggb.gr/modules/field/theme/field.css?rwyrkk"); @import url("https://www.ggb.gr/modules/node/node.css?rwyrkk"); @import url("https://www.ggb.gr/modules/search/search.css?rwyrkk"); @import url("https://www.ggb.gr/modules/user/user.css?rwyrkk"); @import url("https://www.ggb.gr/sites/all/modules/views/css/views.css?rwyrkk"); @import url("https://www.ggb.gr/sites/all/modules/ckeditor/css/ckeditor.css?rwyrkk"); </style> <style type="text/css" media="all"> @import url("https://www.ggb.gr/sites/all/modules/ctools/css/ctools.css?rwyrkk"); @import url("https://www.ggb.gr/sites/all/modules/ldap/ldap_servers/ldap_servers.admin.css?rwyrkk"); @import url("https://www.ggb.gr/modules/locale/locale.css?rwyrkk"); @import url("https://www.ggb.gr/sites/all/modules/jcarousel/skins/default/jcarousel-default.css?rwyrkk"); @import url("https://www.ggb.gr/sites/all/libraries/superfish/css/superfish.css?rwyrkk"); @import url("https://www.ggb.gr/sites/all/libraries/superfish/css/superfish-smallscreen.css?rwyrkk"); @import url("https://www.ggb.gr/sites/all/libraries/superfish/style/blue.css?rwyrkk"); </style> <style type="text/css" media="all"> @import url("https://www.ggb.gr/sites/all/themes/ggb/css/bootstrap.css?rwyrkk"); @import url("https://www.ggb.gr/sites/all/themes/ggb/css/bootstrap.min.css?rwyrkk"); @import url("https://www.ggb.gr/sites/all/themes/ggb/css/style.css?rwyrkk"); </style> <script type="text/javascript" src="https://www.ggb.gr/sites/all/modules/jquery_update/replace/jquery/1.10/jquery.min.js?v=1.10.2"></script> <script type="text/javascript" src="https://www.ggb.gr/misc/jquery-extend-3.4.0.js?v=1.10.2"></script> <script type="text/javascript" src="https://www.ggb.gr/misc/jquery.once.js?v=1.2"></script> <script type="text/javascript" src="https://www.ggb.gr/misc/drupal.js?rwyrkk"></script> <script type="text/javascript" src="https://www.ggb.gr/sites/all/modules/jcarousel/js/jquery.jcarousel.min.js?rwyrkk"></script> <script type="text/javascript" src="https://www.ggb.gr/sites/all/modules/jcarousel/js/jcarousel.js?rwyrkk"></script> <script type="text/javascript" src="https://www.ggb.gr/sites/all/modules/google_analytics/googleanalytics.js?rwyrkk"></script> <script type="text/javascript"> <![CDATA[//><!]]> </script> <script type="text/javascript" src="https://www.ggb.gr/sites/all/libraries/superfish/jquery.hoverIntent.minified.js?rwyrkk"></script> <script type="text/javascript" src="https://www.ggb.gr/sites/all/libraries/superfish/sfsmallscreen.js?rwyrkk"></script> <script type="text/javascript" src="https://www.ggb.gr/sites/all/libraries/superfish/supposition.js?rwyrkk"></script> <script type="text/javascript" src="https://www.ggb.gr/sites/all/libraries/superfish/superfish.js?rwyrkk"></script> <script type="text/javascript" src="https://www.ggb.gr/sites/all/libraries/superfish/supersubs.js?rwyrkk"></script> <script type="text/javascript" src="https://www.ggb.gr/sites/all/modules/superfish/superfish.js?rwyrkk"></script> <script type="text/javascript" src="https://www.ggb.gr/sites/all/themes/ggb/js/bootstrap.js?rwyrkk"></script> <script type="text/javascript" src="https://www.ggb.gr/sites/all/themes/ggb/js/bootstrap.min.js?rwyrkk"></script> <script type="text/javascript" src="https://www.ggb.gr/sites/all/themes/ggb/js/init.js?rwyrkk"></script> <script type="text/javascript"> <![CDATA[//><!]]> </script> </head> <body class="html not-front not-logged-in no-sidebars page-node page-node- page-node-2165 node-type-page i18n-el" > <div id="skip-link"> <a href="#main-content" class="element-invisible element-focusable">Skip to main content</a> </div>  <script type="text/javascript" src="/sites/all/themes/ggb/js/messages.js"></script>   <div class="header-container container"> <div class="header-row row"> <div id="header" class="col-md-3"> <a href="/el" title="Αρχική" rel="home" id="logo"> <img src="/sites/all/themes/ggb/images/basic/logo_el.png" class="responsive"/></a> </a> </div>  <div id="header-top" class="col-md-5 col-md-offset-4"> <div id="login-area"> <a href="http://www.mindev.gov.gr/" target="_blank">Υπουργείο</a>   <a href="/contact">Επικοινωνία</a>   <a href="/sitemap">Χάρτης ιστότοπου</a> <div class="region region-header-top"> <div id="block-locale-language" class="block block-locale"> <h2>Languages</h2> <div class="content"> <ul class="language-switcher-locale-url"><li class="el first active"><a href="/el/econometric_models" class="language-link active" xml:lang="el"><img class="language-icon" typeof="foaf:Image" src="https://www.ggb.gr/sites/all/modules/languageicons/flags/el.png" width="24" height="20" alt="Ελληνικά" title="Ελληνικά" /></a></li> <li class="en last"><span class="language-link locale-untranslated" xml:lang="en"><img class="language-icon" typeof="foaf:Image" src="https://www.ggb.gr/sites/all/modules/languageicons/flags/en.png" width="24" height="20" alt="English" title="English" /></span></li> </ul> </div> </div> <div id="block-search-form" class="block block-search"> <div class="content"> <form action="/el/econometric_models" method="post" id="search-block-form" accept-charset="UTF-8"><div><div class="container-inline"> <h2 class="element-invisible">Search form</h2> <div class="form-item form-type-textfield form-item-search-block-form"> <label class="element-invisible" for="edit-search-block-form--2">Αναζήτηση </label> <input title="Enter the terms you wish to search for." type="text" id="edit-search-block-form--2" name="search_block_form" value="" size="15" maxlength="128" class="form-text" /> </div> <div class="form-actions form-wrapper" id="edit-actions"><input type="submit" id="edit-submit" name="op" value="Αναζήτηση" class="form-submit" /></div><input type="hidden" name="form_build_id" value="form-4POA49j0-mlIWHyYWJBV3aBK1DW5LPwYnPlAaVkfBGw" /> <input type="hidden" name="form_id" value="search_block_form" /> </div> </div></form> </div> </div> </div> </div> </div> </div> </div>  <div id="header-menu-wrapper"> <div class="container"> <div class="row"> <div class="col-md-12"> <div class="region region-header-menu"> <div id="block-superfish-1" class="block block-superfish"> <h2>Main menu</h2> <div class="content"> <ul id="superfish-1" class="menu sf-menu sf-main-menu sf-horizontal sf-style-blue sf-total-items-7 sf-parent-items-7 sf-single-items-0"><li id="menu-532-1" class="first odd sf-item-1 sf-depth-1 sf-total-children-5 sf-parent-children-1 sf-single-children-4 menuparent"><a href="/el/about-ggb-el" class="sf-depth-1 menuparent">ΓΓΒ</a><ul><li id="menu-534-1" class="first odd sf-item-1 sf-depth-2 sf-no-children"><a href="/el/organizational-chart-el" title="" class="sf-depth-2">Αποστολή ΓΓΒ</a></li><li id="menu-683-1" class="middle even sf-item-2 sf-depth-2 sf-no-children"><a href="/el/node/133" class="sf-depth-2">Αρμοδιότητες - Διάρθρωση</a></li><li id="menu-708-1" class="middle odd sf-item-3 sf-depth-2 sf-no-children"><a href="/el/node/284" class="sf-depth-2">Στρατηγικές Επιλογές Βιομηχανικής Πολιτικής 2014-2020</a></li><li id="menu-710-1" class="middle even sf-item-4 sf-depth-2 sf-total-children-2 sf-parent-children-0 sf-single-children-2 menuparent"><a href="/el/node/286" class="sf-depth-2 menuparent">Πολιτική Ηγεσία</a><ul><li id="menu-607-1" class="first odd sf-item-1 sf-depth-3 sf-no-children"><a href="/el/node/46" class="sf-depth-3">Πολιτική Ηγεσία Υπουργείου</a></li><li id="menu-609-1" class="last even sf-item-2 sf-depth-3 sf-no-children"><a href="/el/eftychidou" class="sf-depth-3">Η Γενική Γραμματέας</a></li></ul></li><li id="menu-625-1" class="last odd sf-item-5 sf-depth-2 sf-no-children"><a href="/el/node/64" class="sf-depth-2">Εποπτευόμενοι Φορείς</a></li></ul></li><li id="menu-837-1" class="middle even sf-item-2 sf-depth-1 sf-total-children-10 sf-parent-children-6 sf-single-children-4 menuparent"><a href="/el/nomothesia" title="" class="sf-depth-1 menuparent">Νομοθεσία</a><ul><li id="menu-1107-1" class="first odd sf-item-1 sf-depth-2 sf-total-children-4 sf-parent-children-0 sf-single-children-4 menuparent"><a href="/el/node/1659" title="" class="sf-depth-2 menuparent">Ασφάλεια Εγκαταστάσεων</a><ul><li id="menu-721-1" class="first odd sf-item-1 sf-depth-3 sf-no-children"><a href="/el/node/297" title="" class="sf-depth-3">Ανελκυστήρες</a></li><li id="menu-732-1" class="middle even sf-item-2 sf-depth-3 sf-no-children"><a href="/el/node/322" class="sf-depth-3">Εσωτερικές Ηλεκτρικές Εγκαταστάσεις</a></li><li id="menu-730-1" class="middle odd sf-item-3 sf-depth-3 sf-no-children"><a href="/el/node/320" title="" class="sf-depth-3">Κυλιόμενες Κλίμακες και Πεζόδρομοι</a></li><li id="menu-731-1" class="last even sf-item-4 sf-depth-3 sf-no-children"><a href="/el/node/321" title="" class="sf-depth-3">Συρματόσχοινα</a></li></ul></li><li id="menu-1108-1" class="middle even sf-item-2 sf-depth-2 sf-total-children-10 sf-parent-children-0 sf-single-children-10 menuparent"><a href="/el/node/1660" title="" class="sf-depth-2 menuparent">Ασφάλεια Βιομηχανικών Προϊόντων</a><ul><li id="menu-716-1" class="first odd sf-item-1 sf-depth-3 sf-no-children"><a href="/el/node/292" class="sf-depth-3">Δομικά Προϊόντα</a></li><li id="menu-713-1" class="middle even sf-item-2 sf-depth-3 sf-no-children"><a href="/el/node/289" class="sf-depth-3">Εκρηκτικές Ύλες Εμπορικής Χρήσης - Πυροτεχνήματα</a></li><li id="menu-715-1" class="middle odd sf-item-3 sf-depth-3 sf-no-children"><a href="/el/node/291" class="sf-depth-3">Εξοπλισμός Υπό Πίεση</a></li><li id="menu-711-1" class="middle even sf-item-4 sf-depth-3 sf-no-children"><a href="/el/node/287" class="sf-depth-3">Ηλεκτρολογικό Υλικό</a></li><li id="menu-714-1" class="middle odd sf-item-5 sf-depth-3 sf-no-children"><a href="/el/node/290" class="sf-depth-3">Μέσα Ατομικής Προστασίας</a></li><li id="menu-712-1" class="middle even sf-item-6 sf-depth-3 sf-no-children"><a href="/el/node/288" class="sf-depth-3">Μηχανήματα</a></li><li id="menu-719-1" class="middle odd sf-item-7 sf-depth-3 sf-no-children"><a href="/el/node/295" class="sf-depth-3">Παιχνίδια</a></li><li id="menu-720-1" class="middle even sf-item-8 sf-depth-3 sf-no-children"><a href="/el/node/296" class="sf-depth-3">Σκάφη Αναψυχής</a></li><li id="menu-717-1" class="middle odd sf-item-9 sf-depth-3 sf-no-children"><a href="/el/node/293" class="sf-depth-3">Χημικά Προϊόντα</a></li><li id="menu-1183-1" class="last even sf-item-10 sf-depth-3 sf-no-children"><a href="/el/node/1877" class="sf-depth-3">Συσκευές με καύση αέριων καυσίμων</a></li></ul></li><li id="menu-1109-1" class="middle odd sf-item-3 sf-depth-2 sf-total-children-5 sf-parent-children-1 sf-single-children-4 menuparent"><a href="/el/node/1661" title="" class="sf-depth-2 menuparent">Εποπτεία Οικονομικών Δραστηριοτήτων & Αγοράς Προϊόντων</a><ul><li id="menu-1110-1" class="first odd sf-item-1 sf-depth-3 sf-total-children-8 sf-parent-children-1 sf-single-children-7 menuparent"><a href="/el/node/1641" class="sf-depth-3 menuparent">Νόμος Πλαίσιο 4512/2018</a><ul><li id="menu-1190-1" class="first odd sf-item-1 sf-depth-4 sf-no-children"><a href="/el/node/1936" class="sf-depth-4">Εισαγωγή - Βασικές Αρχές – Τροποποιήσεις Νόμου</a></li><li id="menu-1191-1" class="middle even sf-item-2 sf-depth-4 sf-total-children-7 sf-parent-children-0 sf-single-children-7 menuparent"><a href="/el/node/1937" class="sf-depth-4 menuparent">Θεσμοθετημένα εργαλεία (ανά πεδίο εποπτείας)</a><ul><li id="menu-1198-1" class="first odd sf-item-1 sf-depth-5 sf-no-children"><a href="/el/node/1944" class="sf-depth-5">Ασφάλεια και συμμόρφωση προϊόντων</a></li><li id="menu-1199-1" class="middle even sf-item-2 sf-depth-5 sf-no-children"><a href="/el/node/1945" class="sf-depth-5">Ασφάλεια τροφίμου</a></li><li id="menu-1200-1" class="middle odd sf-item-3 sf-depth-5 sf-no-children"><a href="/el/node/1946" class="sf-depth-5">Προστασία του περιβάλλοντος</a></li><li id="menu-1201-1" class="middle even sf-item-4 sf-depth-5 sf-no-children"><a href="/el/node/1947" class="sf-depth-5">Προστασία καταναλωτή και σύννομη (ή προσήκουσα) παροχή υπηρεσιών</a></li><li id="menu-1236-1" class="middle odd sf-item-5 sf-depth-5 sf-no-children"><a href="/el/node/2169" class="sf-depth-5">Ασφάλεια υποδομών και κατασκευών</a></li><li id="menu-1237-1" class="middle even sf-item-6 sf-depth-5 sf-no-children"><a href="/el/node/2170" class="sf-depth-5">Δημόσια υγεία</a></li><li id="menu-1238-1" class="last odd sf-item-7 sf-depth-5 sf-no-children"><a href="/el/node/2171" class="sf-depth-5">Ασφάλεια και υγεία εργαζομένων</a></li></ul></li><li id="menu-1192-1" class="middle odd sf-item-3 sf-depth-4 sf-no-children"><a href="/el/node/1938" class="sf-depth-4">Οριζόντιοι Οδηγοί</a></li><li id="menu-1193-1" class="middle even sf-item-4 sf-depth-4 sf-no-children"><a href="/el/node/1939" class="sf-depth-4">Ανάλυση εργαλείων εποπτείας</a></li><li id="menu-1194-1" class="middle odd sf-item-5 sf-depth-4 sf-no-children"><a href="/el/node/1940" class="sf-depth-4">Δ/νση Κανονιστικού Επιχειρηματικού Περ/ντος (ΔΙΚΑΝΕΠ) - Τμήμα Β'</a></li><li id="menu-1196-1" class="middle even sf-item-6 sf-depth-4 sf-no-children"><a href="/el/node/1942" class="sf-depth-4">Ο.Δ.Ε. Εποπτείας</a></li><li id="menu-1195-1" class="middle odd sf-item-7 sf-depth-4 sf-no-children"><a href="/el/node/1941" class="sf-depth-4">Ημερίδες - Ενημέρωση</a></li><li id="menu-1202-1" class="last even sf-item-8 sf-depth-4 sf-no-children"><a href="/el/node/1948" class="sf-depth-4">Εκθέσεις</a></li></ul></li><li id="menu-1197-1" class="middle even sf-item-2 sf-depth-3 sf-no-children"><a href="/el/node/1943" class="sf-depth-3">Κανονισμός 1020/2019</a></li><li id="menu-718-1" class="middle odd sf-item-3 sf-depth-3 sf-no-children"><a href="/el/node/294" class="sf-depth-3">Εποπτεία Βιομηχανικών Προϊόντων</a></li><li id="menu-681-1" class="middle even sf-item-4 sf-depth-3 sf-no-children"><a href="/el/node/130" class="sf-depth-3">Γενική Ασφάλεια Προϊόντων</a></li><li id="menu-692-1" class="last odd sf-item-5 sf-depth-3 sf-no-children"><a href="/el/node/147" class="sf-depth-3">Μετρολογία / Σύστημα Παρακολούθησης Εισροών - Εκροών Υγρών Καυσίμων</a></li></ul></li><li id="menu-918-1" class="middle even sf-item-4 sf-depth-2 sf-total-children-6 sf-parent-children-0 sf-single-children-6 menuparent"><a href="/el/node/1327" class="sf-depth-2 menuparent">Αδειοδότηση Οικονομικών Δραστηριοτήτων</a><ul><li id="menu-1112-1" class="first odd sf-item-1 sf-depth-3 sf-no-children"><a href="/el/node/1921" class="sf-depth-3">Νέο θεσμικό πλαίσιο για την άσκηση οικονομικής δραστηριότητας (4442/2016)</a></li><li id="menu-1113-1" class="middle even sf-item-2 sf-depth-3 sf-no-children"><a href="/el/node/1643" class="sf-depth-3">Ειδικό μέρος του νόμου για την μεταποίηση</a></li><li id="menu-908-1" class="middle odd sf-item-3 sf-depth-3 sf-no-children"><a href="/el/node/1300" class="sf-depth-3">Υπαίθρια Χειροτεχνία</a></li><li id="menu-724-1" class="middle even sf-item-4 sf-depth-3 sf-no-children"><a href="/el/node/300" class="sf-depth-3">Βιομηχανικά Ατυχήματα Μεγάλης Έκτασης (ΒΑΜΕ)</a></li><li id="menu-1164-1" class="middle odd sf-item-5 sf-depth-3 sf-no-children"><a href="/el/node/1688" class="sf-depth-3">Αδειοδότηση Κέντρων Αποθήκευσης και Διανομής (Κ.Α.Δ.)</a></li><li id="menu-1182-1" class="last even sf-item-6 sf-depth-3 sf-no-children"><a href="/el/node/1875" class="sf-depth-3">Αδειοδότηση Μονάδων Παραγωγής Φαρμακευτικών Προϊόντων</a></li></ul></li><li id="menu-973-1" class="middle odd sf-item-5 sf-depth-2 sf-no-children"><a href="/el/node/1475" class="sf-depth-2">Καλλιέργεια και Επεξεργασία Φαρμακευτικής Κάνναβης</a></li><li id="menu-725-1" class="middle even sf-item-6 sf-depth-2 sf-no-children"><a href="/el/node/301" class="sf-depth-2">Επιχειρηματικά Πάρκα</a></li><li id="menu-1114-1" class="middle odd sf-item-7 sf-depth-2 sf-total-children-6 sf-parent-children-0 sf-single-children-6 menuparent"><a href="/el/node/554" title="" class="sf-depth-2 menuparent">Αδειοδότηση Τεχνικών Επαγγελμάτων</a><ul><li id="menu-1115-1" class="first odd sf-item-1 sf-depth-3 sf-no-children"><a href="/el/node/556" title="" class="sf-depth-3">Υδραυλικές εγκαταστάσεις</a></li><li id="menu-1116-1" class="middle even sf-item-2 sf-depth-3 sf-no-children"><a href="/el/operating_construction_machinery" class="sf-depth-3">Χειρισμός μηχανημάτων έργου</a></li><li id="menu-1117-1" class="middle odd sf-item-3 sf-depth-3 sf-no-children"><a href="/el/node/557" title="" class="sf-depth-3">Εγκαταστάσεις υγρών και αερίων καυσίμων</a></li><li id="menu-1118-1" class="middle even sf-item-4 sf-depth-3 sf-no-children"><a href="/el/node/1648" class="sf-depth-3">Λοιπές εν γένει μηχανολογικές εγκαταστάσεις</a></li><li id="menu-1119-1" class="middle odd sf-item-5 sf-depth-3 sf-no-children"><a href="/el/node/559" title="" class="sf-depth-3">Ψυκτικές εγκαταστάσεις</a></li><li id="menu-1120-1" class="last even sf-item-6 sf-depth-3 sf-no-children"><a href="/el/node/560" title="" class="sf-depth-3">Ηλεκτρολογικές εγκαταστάσεις</a></li></ul></li><li id="menu-734-1" class="middle even sf-item-8 sf-depth-2 sf-total-children-1 sf-parent-children-0 sf-single-children-1 menuparent"><a href="/el/node/361" title="" class="sf-depth-2 menuparent">Χρηματοδοτήσεις</a><ul><li id="menu-628-1" class="firstandlast odd sf-item-1 sf-depth-3 sf-no-children"><a href="/el/node/67" class="sf-depth-3">Αναπτυξιακός Νόμος</a></li></ul></li><li id="menu-1209-1" class="middle odd sf-item-9 sf-depth-2 sf-no-children"><a href="/el/node/2005" class="sf-depth-2">Η διαδικασία (ΕΕ) 2015/ 1535</a></li><li id="menu-1208-1" class="last even sf-item-10 sf-depth-2 sf-no-children"><a href="/el/node/2004" class="sf-depth-2">Έγκριση και Κοινοποίηση Οργανισμών Αξιολόγησης της Συμμόρφωσης</a></li></ul></li><li id="menu-577-1" class="middle odd sf-item-3 sf-depth-1 sf-total-children-7 sf-parent-children-2 sf-single-children-5 menuparent"><a href="/el/node/29" class="sf-depth-1 menuparent">Χρηματοδοτικά Εργαλεία</a><ul><li id="menu-629-1" class="first odd sf-item-1 sf-depth-2 sf-no-children"><a href="/el/node/68" title="" class="sf-depth-2">ΕΣΠΑ (ΣΕΣ 2014-2020)</a></li><li id="menu-1122-1" class="middle even sf-item-2 sf-depth-2 sf-no-children"><a href="/el/node/1651" class="sf-depth-2">Αναπτυξιακός Νόμος (3299/2004)</a></li><li id="menu-1244-1" class="middle odd sf-item-3 sf-depth-2 sf-no-children"><a href="/el/smart_manufacturing" title="Υλικό για τη Δράση "Έξυπνη Μεταποίηση"" class="sf-depth-2">Ταμείο Ανάκαμψης - Έξυπνη Μεταποίηση</a></li><li id="menu-626-1" class="middle even sf-item-4 sf-depth-2 sf-no-children"><a href="/el/node/1652" title="" class="sf-depth-2">Ευρωπαϊκά Προγράμματα(COSME)</a></li><li id="menu-873-1" class="middle odd sf-item-5 sf-depth-2 sf-total-children-3 sf-parent-children-2 sf-single-children-1 menuparent"><a href="http://www.ggb.gr/node/1040" title="Χρηματοδοτικά εργαλεία" class="sf-depth-2 menuparent">Λοιπά Χρηματοδοτικά Εργαλεία</a><ul><li id="menu-887-1" class="first odd sf-item-1 sf-depth-3 sf-total-children-3 sf-parent-children-0 sf-single-children-3 menuparent"><a href="/el/Finance_SMEs_Loan_Funding" title="Δάνειο" class="sf-depth-3 menuparent">Δάνειο</a><ul><li id="menu-875-1" class="first odd sf-item-1 sf-depth-4 sf-no-children"><a href="/el/Finance_SMEs_Development_Loan" title="Δάνειο αναπτυξιακού σκοπού με χαμηλό επιτόκιο / με εγγύηση" class="sf-depth-4">Αναπτυξιακού σκοπού με χαμηλό επιτόκιο / με εγγύηση</a></li><li id="menu-878-1" class="middle even sf-item-2 sf-depth-4 sf-no-children"><a href="/el/Finance_SMEs_Working_Capital_Loan" title="Δάνειο για κεφάλαια κίνησης με χαμηλό επιτόκιο / με εγγύηση" class="sf-depth-4">Κεφάλαια κίνησης με χαμηλό επιτόκιο / με εγγύηση</a></li><li id="menu-880-1" class="last odd sf-item-3 sf-depth-4 sf-no-children"><a href="/el/Finance_SMEs_Microcredit" title="Δάνειο για κεφάλαια κίνησης - Μικροπιστώσεις" class="sf-depth-4">Μικροπιστώσεις</a></li></ul></li><li id="menu-888-1" class="middle even sf-item-2 sf-depth-3 sf-total-children-3 sf-parent-children-0 sf-single-children-3 menuparent"><a href="/el/Finance_SMEs_Private_Equity" title="Κεφάλαια Συμμετοχών" class="sf-depth-3 menuparent">Κεφάλαια Συμμετοχών</a><ul><li id="menu-881-1" class="first odd sf-item-1 sf-depth-4 sf-no-children"><a href="/el/Private_Equity_Capital" title="Συμμετοχικό κεφάλαιο με επιχειρηματικές συμμετοχές" class="sf-depth-4">Επιχειρηματικές συμμετοχές</a></li><li id="menu-882-1" class="middle even sf-item-2 sf-depth-4 sf-no-children"><a href="/el/Finance_SMEs_Equity_Management" title="Συμμετοχή στη Διοίκηση" class="sf-depth-4">Συμμετοχή στη Διοίκηση</a></li><li id="menu-883-1" class="last odd sf-item-3 sf-depth-4 sf-no-children"><a href="/el/node/1069" title="Συνεργασίες" class="sf-depth-4">Συνεργασίες</a></li></ul></li><li id="menu-1165-1" class="last odd sf-item-3 sf-depth-3 sf-no-children"><a href="/el/interest_subsidy" class="sf-depth-3">Επιδότηση τόκων δανείου</a></li></ul></li><li id="menu-1121-1" class="middle even sf-item-6 sf-depth-2 sf-total-children-1 sf-parent-children-1 sf-single-children-0 menuparent"><a href="/el/node/72" title="" class="sf-depth-2 menuparent">Προηγούμενες Δράσεις</a><ul><li id="menu-633-1" class="firstandlast odd sf-item-1 sf-depth-3 sf-total-children-8 sf-parent-children-0 sf-single-children-8 menuparent"><a href="/el/node/72" class="sf-depth-3 menuparent">ΕΣΠΑ (2007-2013)</a><ul><li id="menu-743-1" class="first odd sf-item-1 sf-depth-4 sf-no-children"><a href="/el/node/373" class="sf-depth-4">Πρόγραμμα «Εξωστρέφεια– Ανταγωνιστικότητα των Επιχειρήσεων Ι»</a></li><li id="menu-744-1" class="middle even sf-item-2 sf-depth-4 sf-no-children"><a href="/el/node/374" class="sf-depth-4">Πρόγραμμα «Νέα Καινοτομική Επιχειρηματικότητα»</a></li><li id="menu-745-1" class="middle odd sf-item-3 sf-depth-4 sf-no-children"><a href="/el/node/375" class="sf-depth-4">Πρόγραμμα «Μεταποίηση στις Νέες Συνθήκες»</a></li><li id="menu-746-1" class="middle even sf-item-4 sf-depth-4 sf-no-children"><a href="/el/node/376" class="sf-depth-4">Προγράμματα «Νεανική Επιχειρηματικότητα» και «Γυναικεία Επιχειρηματικότητα»</a></li><li id="menu-747-1" class="middle odd sf-item-5 sf-depth-4 sf-no-children"><a href="/el/node/377" class="sf-depth-4">Πρόγραμμα «Ένδυση και Υπόδηση – Νέες Προοπτικές»</a></li><li id="menu-748-1" class="middle even sf-item-6 sf-depth-4 sf-no-children"><a href="/el/node/378" class="sf-depth-4">Πρόγραμμα «Εξωστρέφεια – Ανταγωνιστικότητα των Επιχειρήσεων ΙΙ»</a></li><li id="menu-749-1" class="middle odd sf-item-7 sf-depth-4 sf-no-children"><a href="/el/node/383" class="sf-depth-4">Πρόγραμμα «Μετεγκατάσταση επιχειρήσεων σε Β.Ε.ΠΕ. και Επιχειρηματικά Πάρκα»</a></li><li id="menu-803-1" class="last even sf-item-8 sf-depth-4 sf-no-children"><a href="http://www.ggb.gr/node/691" title="" class="sf-depth-4">Πρόγραμμα "Πράσινες Υποδομές 2010"</a></li></ul></li></ul></li><li id="menu-1224-1" class="last odd sf-item-7 sf-depth-2 sf-no-children"><a href="/el/node/2137" class="sf-depth-2">Υπαγωγές στις διατάξεις του Άρθρου 71Α του ν. 4172/2013 (Α΄ 167) όπως ισχύει (Φορολογικά κίνητρα για την ανάπτυξη και εκμετάλλευση διεθνών δικαιωμάτων βιομηχανικής ιδιοκτησίας (πατεντών).</a></li></ul></li><li id="menu-842-1" class="middle even sf-item-4 sf-depth-1 sf-total-children-4 sf-parent-children-2 sf-single-children-2 menuparent"><a href="/el/node/822" class="sf-depth-1 menuparent">Διεθνείς Σχέσεις</a><ul><li id="menu-1168-1" class="first odd sf-item-1 sf-depth-2 sf-total-children-2 sf-parent-children-0 sf-single-children-2 menuparent"><a href="/el/node/1724" class="sf-depth-2 menuparent">Ευρωπαϊκή Πολιτική για τη Βιομηχανία και τις Επιχειρήσεις</a><ul><li id="menu-1222-1" class="first odd sf-item-1 sf-depth-3 sf-no-children"><a href="/el/node/2135" class="sf-depth-3">Chips Act - Έναρξη ισχύος Ευρωπαϊκού Κανονισμού για τη θέσπιση πλαισίου μέτρων για την ενίσχυση του οικοσυστήματος των ημιαγωγών της Ευρώπης</a></li><li id="menu-1225-1" class="last even sf-item-2 sf-depth-3 sf-no-children"><a href="/el/node/2138" class="sf-depth-3">Διασφάλιση Ελληνικών Επιχειρηματικών Συμμετοχών στα Σημαντικά Έργα Κοινού Ευρωπαϊκού Ενδιαφέροντος</a></li></ul></li><li id="menu-1169-1" class="middle even sf-item-2 sf-depth-2 sf-no-children"><a href="/el/node/1725" class="sf-depth-2">Ευρωπαϊκές Πρωτοβουλίες</a></li><li id="menu-1170-1" class="middle odd sf-item-3 sf-depth-2 sf-no-children"><a href="/el/node/1726" class="sf-depth-2">Διεθνείς Οργανισμοί και διμερείς σχέσεις</a></li><li id="menu-1171-1" class="last even sf-item-4 sf-depth-2 sf-total-children-1 sf-parent-children-0 sf-single-children-1 menuparent"><a href="/el/node/1727" class="sf-depth-2 menuparent">Ευρωπαϊκά Προγράμματα</a><ul><li id="menu-1163-1" class="firstandlast odd sf-item-1 sf-depth-3 sf-no-children"><a href="/el/node/1681" class="sf-depth-3">Interreg - Success Road</a></li></ul></li></ul></li><li id="menu-706-1" class="middle odd sf-item-5 sf-depth-1 sf-total-children-10 sf-parent-children-3 sf-single-children-7 menuparent"><a href="/el/node/282" class="sf-depth-1 menuparent">Στοιχεία & Μελέτες</a><ul><li id="menu-1126-1" class="first odd sf-item-1 sf-depth-2 sf-no-children"><a href="/el/node/1655" class="sf-depth-2">Συνεργασία με Παγκόσμια Τράπεζα</a></li><li id="menu-841-1" class="middle even sf-item-2 sf-depth-2 sf-total-children-1 sf-parent-children-0 sf-single-children-1 menuparent"><a href="/el/node/821" class="sf-depth-2 menuparent">Δελτίο Βιομηχανικής Κίνησης</a><ul><li id="menu-1223-1" class="firstandlast odd sf-item-1 sf-depth-3 sf-no-children"><a href="/el/node/2136" class="sf-depth-3">Έκδοση Αποδεικτικών Καταθέσεων Δελτίων Βιομηχανικής Κίνησης / Βιομηχανικής – Βιοτεχνικής Δραστηριότητας</a></li></ul></li><li id="menu-634-1" class="middle odd sf-item-3 sf-depth-2 sf-no-children"><a href="/el/expost_evaluations_ggb_espa_programmes" class="sf-depth-2">Εκ των υστέρων αξιολογήσεις Προγραμμάτων ΕΣΠΑ της ΓΓΒ</a></li><li id="menu-907-1" class="middle even sf-item-4 sf-depth-2 sf-no-children"><a href="/el/node/1274" class="sf-depth-2">Επιχειρησιακό Σχέδιο για την ανάπτυξη Επιχειρηματικών Πάρκων</a></li><li id="menu-672-1" class="middle odd sf-item-5 sf-depth-2 sf-no-children"><a href="/el/node/112" class="sf-depth-2">Εκδόσεις ΕΟΜΜΕΧ</a></li><li id="menu-733-1" class="middle even sf-item-6 sf-depth-2 sf-total-children-1 sf-parent-children-0 sf-single-children-1 menuparent"><a href="/el/node/328" class="sf-depth-2 menuparent">Μελέτες Διεθνών Οργανισμών</a><ul><li id="menu-1242-1" class="firstandlast odd sf-item-1 sf-depth-3 sf-no-children"><a href="/el/oecd_reports" class="sf-depth-3">Μελέτες ΟΟΣΑ - Χρηματοδότηση των ΜμE (Scoreboards)</a></li></ul></li><li id="menu-1241-1" class="middle odd sf-item-7 sf-depth-2 sf-total-children-3 sf-parent-children-0 sf-single-children-3 menuparent"><a href="/el/node/2179" class="sf-depth-2 menuparent">Μελέτες</a><ul><li id="menu-1240-1" class="first odd sf-item-1 sf-depth-3 sf-no-children"><a href="/el/node/2178" class="sf-depth-3">Ανάπτυξη Εθνικής Στρατηγικής για τη Βιώσιμη Χρηματοδότηση και την στήριξη του πράσινου μετασχηματισμού της Ελληνικής βιομηχανίας</a></li><li id="menu-1230-1" class="middle even sf-item-2 sf-depth-3 sf-no-children"><a href="/el/node/2143" class="sf-depth-3">Υλοποίηση Εθνικής Στρατηγικής και Εθνικού Σχεδίου Δράσης για τη Βιομηχανία: Ενίσχυση της εθνικής αυτονομίας, προώθηση της διανοητικής ιδιοκτησίας και ανάπτυξη Σχεδίου Δράσης Δεξιοτήτων στη Βιομηχανία</a></li><li id="menu-1229-1" class="last odd sf-item-3 sf-depth-3 sf-no-children"><a href="/el/node/2142" class="sf-depth-3">Υλοποίηση Εθνικής Στρατηγικής και Εθνικού Σχεδίου Δράσης για τη Βιομηχανία: Προωθώντας τον πράσινο μετασχηματισμό της Ελληνικής βιομηχανίας</a></li></ul></li><li id="menu-1187-1" class="middle even sf-item-8 sf-depth-2 sf-no-children"><a href="/el/node/1925" class="sf-depth-2">Μελέτη Μεταρρύθμισης Νομικού Πλαισίου για τα Επιχειρηματικά Πάρκα</a></li><li id="menu-1204-1" class="middle odd sf-item-9 sf-depth-2 sf-no-children"><a href="/el/node/1975" class="sf-depth-2">Μελέτη Τεκμηρίωσης ΑΒΣ Καλοχωρίου για την έκδοση της ΚΥΑ της παρ.1 του αρθ.56 του ν.3982/2011</a></li><li id="menu-1173-1" class="last even sf-item-10 sf-depth-2 sf-no-children"><a href="https://www.ggb.gr/el/node/1820" title="" class="sf-depth-2">Ψηφιακός Μετασχηματισμός της Ελληνικής Βιομηχανίας</a></li></ul></li><li id="menu-1127-1" class="active-trail middle even sf-item-6 sf-depth-1 sf-total-children-5 sf-parent-children-1 sf-single-children-4 menuparent"><a href="/el/%CE%95%CE%B2%CE%B4%CE%BF%CE%BC%CE%AC%CE%B4%CE%B1%20%CE%9C%CE%B9%CE%BA%CF%81%CE%BF%CE%BC%CE%B5%CF%83%CE%B1%CE%AF%CF%89%CE%BD%20%CE%95%CF%80%CE%B9%CF%87%CE%B5%CE%B9%CF%81%CE%AE%CF%83%CE%B5%CF%89%CE%BD_%CE%88%CE%BD%CF%84%CE%B1%CE%BE%CE%B7%20%CE%95%CE%BA%CE%B4%CE%AE%CE%BB%CF%89%CF%83%CE%B7%CF%82%20%CF%83%CF%84%CE%B7%CE%BD%20%CE%A0%CF%81%CF%89%CF%84%CE%BF%CE%B2%CE%BF%CF%85%CE%BB%CE%AF%CE%B1" class="sf-depth-1 menuparent">Επιχειρηματικότητα & ΜμΕ</a><ul><li id="menu-705-1" class="first odd sf-item-1 sf-depth-2 sf-no-children"><a href="/el/SME_Envoy_for_Greece" class="sf-depth-2">SME Envoy – SBA Factsheet</a></li><li id="menu-1085-1" class="middle even sf-item-2 sf-depth-2 sf-no-children"><a href="/el/node/1589" class="sf-depth-2">Start Up Greece</a></li><li id="menu-1086-1" class="middle odd sf-item-3 sf-depth-2 sf-no-children"><a href="/el/node/1590" class="sf-depth-2">Μητρώο Προμηθευτών ΓΓΒ</a></li><li id="menu-812-1" class="active-trail middle even sf-item-4 sf-depth-2 sf-total-children-6 sf-parent-children-0 sf-single-children-6 menuparent"><a href="/el/sme_observatory" class="sf-depth-2 menuparent">Παρατηρητήριο Μικρομεσαίων Επιχειρήσεων</a><ul><li id="menu-1218-1" class="first odd sf-item-1 sf-depth-3 sf-no-children"><a href="/el/smes_conference_2023" class="sf-depth-3">Συνέδριο «Εθνικό Παρατηρητήριο: Δημόσιες πολιτικές με αξιόπιστα δεδομένα για τις ΜμΕ»</a></li><li id="menu-1235-1" class="middle even sf-item-2 sf-depth-3 sf-no-children"><a href="/el/competitiveness_reports" title="Εκθέσεις Ανταγωνιστικότητας & ΜμΕ (2013-2022)" class="sf-depth-3">Υποέργο 1: Εκθέσεις Ανταγωνιστικότητας, κατάσταση και προοπτικές των ΜμΕ στην Ελλάδα 2013-2022</a></li><li id="menu-1231-1" class="middle odd sf-item-3 sf-depth-3 sf-no-children"><a href="/el/financing_smes_survey" title="Ιστοσελίδα Υποέργου 2" class="sf-depth-3">Υποέργο 2: Έρευνα - Μελέτη για την ενίσχυση της ρευστότητας των ελληνικών ΜμΕ με σύγχρονα χρηματοδοτικά εργαλεία</a></li><li id="menu-1211-1" class="middle even sf-item-4 sf-depth-3 sf-no-children"><a href="/el/sme_observatory/map_handcraft_smes" title="Χαρτογράφηση χειροτεχνικής επιχειρηματικότητας" class="sf-depth-3">Υποέργο 3: Μελέτη για τη χαρτογράφηση του τομέα της χειροτεχνίας & καλλιτεχνικής βιοτεχνίας</a></li><li id="menu-1234-1" class="active-trail middle odd sf-item-5 sf-depth-3 sf-no-children"><a href="/el/econometric_models" title="Οικονομετρικά υποδείγματα για τη συμβολή των ΜμΕ στην οικονομία" class="sf-depth-3 active">Υποέργο 4: Ανάπτυξη οικονομετρικών υποδειγμάτων για τη συνεισφορά των ΜμΕ στην ελληνική οικονομία</a></li><li id="menu-1232-1" class="last even sf-item-6 sf-depth-3 sf-no-children"><a href="/el/information_publicity_actions" title="Ενέργειες πληροφόρησης και δημοσιότητας" class="sf-depth-3">Υποέργο 5: Ενέργειες πληροφόρησης και δημοσιότητας</a></li></ul></li><li id="menu-1243-1" class="last odd sf-item-5 sf-depth-2 sf-no-children"><a href="/el/geographical_indications_craft_industrial_products" title="Γεωγραφικές Ενδείξεις" class="sf-depth-2">Νέος Κανονισμός της ΕΕ για γεωγραφικές ενδείξεις σε χειροτεχνικά και βιομηχανικά προϊόντα</a></li></ul></li><li id="menu-1123-1" class="last odd sf-item-7 sf-depth-1 sf-total-children-10 sf-parent-children-2 sf-single-children-8 menuparent"><a href="/el/node/1656" class="sf-depth-1 menuparent">Εποπτεία Αγοράς</a><ul><li id="menu-685-1" class="first odd sf-item-1 sf-depth-2 sf-no-children"><a href="/el/node/135" class="sf-depth-2">Prosafe</a></li><li id="menu-769-1" class="middle even sf-item-2 sf-depth-2 sf-no-children"><a href="/el/node/136" class="sf-depth-2">RAPEX</a></li><li id="menu-638-1" class="middle odd sf-item-3 sf-depth-2 sf-no-children"><a href="/el/node/77" class="sf-depth-2">Μετρολογία</a></li><li id="menu-1128-1" class="middle even sf-item-4 sf-depth-2 sf-total-children-2 sf-parent-children-0 sf-single-children-2 menuparent"><a href="/el/node/1657" class="sf-depth-2 menuparent">Αναγνωρισμένοι Φορείς</a><ul><li id="menu-1210-1" class="first odd sf-item-1 sf-depth-3 sf-no-children"><a href="/el/node/2053" class="sf-depth-3">Έλεγχος εξοπλισμού και διατάξεων ψυχαγωγίας</a></li><li id="menu-1129-1" class="last even sf-item-2 sf-depth-3 sf-no-children"><a href="/el/paidotopoi" class="sf-depth-3">Παιδότοποι</a></li></ul></li><li id="menu-1178-1" class="middle odd sf-item-5 sf-depth-2 sf-total-children-2 sf-parent-children-0 sf-single-children-2 menuparent"><a href="/el/reports" class="sf-depth-2 menuparent">Απολογισμοί</a><ul><li id="menu-1217-1" class="first odd sf-item-1 sf-depth-3 sf-no-children"><a href="/el/node/2079" class="sf-depth-3">Διετία 2019-2020</a></li><li id="menu-1216-1" class="last even sf-item-2 sf-depth-3 sf-no-children"><a href="/el/node/2078" class="sf-depth-3">Διετία 2021-2022</a></li></ul></li><li id="menu-1172-1" class="middle even sf-item-6 sf-depth-2 sf-no-children"><a href="/el/complaints-management-system" title="Σύστημα διαχείρισης καταγγελιών" class="sf-depth-2">Καταγγελίες</a></li><li id="menu-1174-1" class="middle odd sf-item-7 sf-depth-2 sf-no-children"><a href="/el/mes" title="" class="sf-depth-2">Μοντέλο Ενεργειών Συμμόρφωσης</a></li><li id="menu-1185-1" class="middle even sf-item-8 sf-depth-2 sf-no-children"><a href="/el/co-financed" title="Συγχρηματοδοτούμενες Δράσεις" class="sf-depth-2">Συγχρηματοδοτούμενες Δράσεις</a></li><li id="menu-1177-1" class="middle odd sf-item-9 sf-depth-2 sf-no-children"><a href="/el/sanctions" class="sf-depth-2">Σύστημα επιβολής κυρώσεων</a></li><li id="menu-1175-1" class="last even sf-item-10 sf-depth-2 sf-no-children"><a href="/el/node/1831" class="sf-depth-2">Φύλλα Eλέγχου</a></li></ul></li></ul> </div> </div> </div> </div> </div> </div> </div> <div id="before-content-wrapper"> <div class="container"> <div class="row"> <div class="col-md-12"> <div class="region region-before-content"> <div id="block-block-5" class="block block-block"> <div class="content"> <div class="row" style="margin-top:10px;">  <div class="item a-item col-md-3"> <div class="content side-div-btn"> <p> <a href="http://gis.ggb.gr/ioived/" target="_blank">GIS</a> </p> </div> </div> <div class="item e-item col-md-3"> <div class="content side-div-btn"> <p> <a href="http://esocketsregistry.ggb.gr" target="_blank">Ηλεκτρονικό Μητρώο Ρευματοδοτών Ρευματοληπτών</a> </p> </div> </div> <div class="item g-item col-md-3"> <div class="content side-div-btn"> <p> <a href="http://grcontactpointcpr.ggb.gr" target="_blank" id="nat">Εθνικό Σημείο Επαφής Δομικών Προιόντων</a> </p> </div> </div> <div class="item h-item col-md-3"> <div class="content side-div-btn"> <p> <a href="https://pcp.ggb.gr/" target="_blank">Εθνικό Σημείο Επαφής για τα Προϊόντα</a> </p> </div> </div> </div> <div class="row" style="margin-top:10px;">  <div class="item c-item col-md-3"> <div class="content side-div-btn"> <p> <a href="http://www.notifybusiness.gov.gr/" target="_blank">Notify Business</a> </p> </div> </div> <div class="item f-item col-md-3"> <div class="content side-div-btn"> <p> <a href="https://apps.ggb.gr/tcfs/euAwards/initial" target="_blank">Ευρωπαϊκά Βραβεία προώθησης της Επιχειρηματικότητας</a> </p> </div> </div> <div class="item f-item col-md-3"> <div class="content side-div-btn"> <p> <a href="https://apps.ggb.gr/tcfs/euAwards/initial" target="_blank" id="ops">ΟΠΣ Άσκησης Δραστηριοτήτων & Ελέγχων</a> </p> </div> </div>  </div>   <script> jQuery("#ops").on('click',function(e){ e.preventDefault(); window.open('https://opsade.mindev.gov.gr/','_blank'); }); jQuery("#nat").on('click',function(e){ e.preventDefault(); window.open('https://grcontactpointcpr.ggb.gr/','_blank'); }); </script> </div> </div> </div> </div> </div> </div> </div> <div id="content" class="content full"> <div class="container"> <div class="row"> <div class="col-md-12"> </div> <div class="col-md-12"> <h1 class="title" id="page-title"> Υποέργο 4: Ανάπτυξη οικονομετρικών υποδειγμάτων για τη συνεισφορά των ΜμΕ στην ελληνική οικονομία </h1> <div id="breadcrumb"><h2 class="element-invisible">Είστε εδώ:</h2><div class="breadcrumb"><a href="/el">Αρχική</a> » <a href="/el/%CE%95%CE%B2%CE%B4%CE%BF%CE%BC%CE%AC%CE%B4%CE%B1%20%CE%9C%CE%B9%CE%BA%CF%81%CE%BF%CE%BC%CE%B5%CF%83%CE%B1%CE%AF%CF%89%CE%BD%20%CE%95%CF%80%CE%B9%CF%87%CE%B5%CE%B9%CF%81%CE%AE%CF%83%CE%B5%CF%89%CE%BD_%CE%88%CE%BD%CF%84%CE%B1%CE%BE%CE%B7%20%CE%95%CE%BA%CE%B4%CE%AE%CE%BB%CF%89%CF%83%CE%B7%CF%82%20%CF%83%CF%84%CE%B7%CE%BD%20%CE%A0%CF%81%CF%89%CF%84%CE%BF%CE%B2%CE%BF%CF%85%CE%BB%CE%AF%CE%B1">Επιχειρηματικότητα & ΜμΕ</a> » <a href="/el/sme_observatory">Παρατηρητήριο Μικρομεσαίων Επιχειρήσεων</a></div></div> <div class="region region-content"> <div id="block-system-main" class="block block-system"> <div class="content"> <div id="node-2165" class="node node-page clearfix" about="/el/econometric_models" typeof="foaf:Document"> <span property="dc:title" content="Υποέργο 4: Ανάπτυξη οικονομετρικών υποδειγμάτων για τη συνεισφορά των ΜμΕ στην ελληνική οικονομία" class="rdf-meta element-hidden"></span><span property="sioc:num_replies" content="0" datatype="xsd:integer" class="rdf-meta element-hidden"></span> <div class="content"> <div class="field field-name-body field-type-text-with-summary field-label-hidden"><div class="field-items"><div class="field-item even" property="content:encoded"><p><img alt="" src="data:image/jpeg;base64,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" style="height:172px; width:1231px" /></p> <p class="rtecenter"><strong><span style="font-size:14px"><span style="color:rgb(0, 0, 205)">Με τη συγχρηματοδότηση της Ευρωπαϊκής Ένωσης</span></span></strong></p> <div> </div> <div> </div> <div> </div> <p class="rteright"><em>Τελευταία Ενημέρωση: 17/10/2024</em></p> <p class="rteright"> </p> <p class="rtejustify">Το Υποέργο 4 αφορά στην παροχή εξειδικευμένων επιστημονικών-ερευνητικών υπηρεσιών και ανάγεται στην παραγωγή πρωτότυπων ερευνητικών εργασιών, που αφορούν στη συμβολή των ΜμΕ και της μεταποίησης στην ελληνική οικονομία στο πλαίσιο της της Πράξης «Προσαρμογή του Εθνικού Παρατηρητηρίου για τις ΜμΕ στις ανάγκες της νέας Αναπτυξιακής/Βιομηχανικής Πολιτικής 2020-2030 και της πολιτικής για τις ΜμΕ-Ανάπτυξη υπηρεσιών και εργαλείων παρακολούθησης και πληροφόρησης», ενταγμένης στο ΕΠΑΝΕΚ 2014-2020.</p> <p> </p> <p>Συνοπτικά, το αντικείμενο του Υποέργου 4 έχει την ακόλουθη μορφή:</p> <p> </p> <ol><li><strong>Ανάπτυξη οικονομετρικών υποδειγμάτων για τη πρόβλεψη της συνεισφοράς όλων των κατηγοριών μεγέθους επιχειρήσεων στην οικονομία, με ιδιαίτερη έμφαση στη συμβολή των ΜμΕ.</strong></li> </ol><p class="rtejustify">H έρευνα περιλαμβάνει βιβλιογραφική επισκόπηση για το ρόλο των ΜμΕ στη διαμόρφωση μακροοικονομικών μεγεθών, όπως το ΑΕΠ, η απασχόληση ή οι επενδύσεις, με σκοπό την οριοθέτηση κρίσιμων ζητημάτων που αφορούν στις επιδράσεις του μεγέθους των επιχειρήσεων στην οικονομία. Για την υποβολή της έρευνας ελήφθησαν υπόψη δημογραφικά και οικονομικά χαρακτηριστικά των επιχειρήσεων κατά τάξη μεγέθους και κατά κλάδο (βιομηχανία, κατασκευές, εμπόριο, υπηρεσίες). Στο πλαίσιο αυτό, πραγματοποιήθηκε η διαμόρφωση οικονομετρικού υποδείγματος και η επιλογή κατάλληλων μεταβλητών για τη διερεύνηση της συμπεριφοράς των επιχειρήσεων κατά τάξη μεγέθους σε μακροοικονομικές, δημοσιονομικές, ή άλλες εξωγενείς διαταραχές, καθώς και η διαμόρφωση προτάσεων πολιτικής σχετικά με την ανάπτυξη των μικρομεσαίων επιχειρήσεων. Παράλληλα, εξετάστηκαν εναλλακτικά υποδείγματα για τη συνεισφορά και τη συμβολή των μικρομεσαίων επιχειρήσεων (ΜμΕ) σε βασικά μακροοικονομικά μεγέθη. </p> <p> </p> <p><strong> </strong>2.<strong> Ανάπτυξη οικονομετρικών υποδειγμάτων για τη πρόβλεψη της συνεισφοράς του τομέα της μεταποίησης.</strong></p> <p class="rtejustify">H έρευνα περιλαμβάνει βιβλιογραφική επισκόπηση για το ρόλο της μεταποίησης στην διαμόρφωση των μακροοικονομικών μεγεθών, το χαρακτήρα των πολλαπλασιαστών επενδύσεων και απασχόλησης, καθώς και το μέγεθος των πολλαπλασιαστών επενδύσεων και απασχόλησης. Στην περίπτωση της ελληνικής οικονομίας η θεωρητική και εμπειρική βιβλιογραφία επικεντρώνεται, αφενός στη σχέση μεταξύ του ρυθμού μεταβολής της παραγωγικότητας και του ρυθμού μεταβολής του προϊόντος κι αφετέρου, στη σχέση μεταξύ των ελαστικοτήτων για εξαγωγές και εισαγωγές και του ρυθμού μεταβολής του προϊόντος. Για τους σκοπούς της έρευνας διαμορφώθηκε οικονομετρικό υπόδειγμα που εξετάζει τη συμπεριφορά των επιχειρήσεων του τομέα της μεταποίησης σε μακροοικονομικές και δημοσιονομικές εξωτερικές διαταραχές, το οποίο βασίζεται σε ένα σύστημα ταυτόχρονων συμπεριφορικών εξισώσεων. Επιπρόσθετα, εξετάστηκαν εναλλακτικά υποδείγματα για τη συνεισφορά του τομέα της μεταποίησης με έμφαση στην πλευρά της ζήτησης ή στον εξωτερικό τομέα και υποβλήθηκαν προτάσεις πολιτικής σχετικά με την επίτευξη των στόχων της ΕΕ-27 για το έτος 2030.</p> <p> </p> <p><strong> </strong>3. <strong>Ανάπτυξη υποδειγμάτων για τη διερεύνηση της αλληλεξάρτησης του τομέα της μεταποίησης με τους υπόλοιπους τομείς.</strong></p> <p class="rtejustify">H έρευνα περιλαμβάνει βιβλιογραφική επισκόπηση παραδοσιακών, εναλλακτικών και σύγχρονων μεθόδων εκτίμησης των διακλαδικών διασυνδέσεων. Στο πλαίσιο της έρευνας διερευνώνται εμπειρικά οι διακλαδικές διασυνδέσεις μεταξύ των επιμέρους κλάδων της ελληνικής οικονομίας, με ιδιαίτερη έμφαση στις «προς τα μπρος» και «προς τα πίσω» διασυνδέσεις των κλάδων του τομέα της μεταποίησης με τους υπόλοιπους κλάδους της ελληνικής οικονομίας. Στόχος της έρευνας δεν είναι η εξέταση της συμβολής της μεταποίησης στα συναθροιστικά μακροοικονομικά μεγέθη, αλλά στις διακλαδικές σχέσεις της ελληνικής οικονομίας. Δεδομένου ότι σε ένα οικονομικό σύστημα τα παραγόμενα αγαθά και υπηρεσίες χρησιμοποιούνται, όχι μόνο ως τελικά προϊόντα, αλλά και ως ενδιάμεσες εισροές για την παραγωγή άλλων αγαθών και υπηρεσιών, η σημασία ενός κλάδου για το οικονομικό σύστημα δεν έγκειται αποκλειστικά στην τελική συμβολή του στην παραγωγή και την απασχόληση, αλλά και στις διακλαδικές διασυνδέσεις που διέπουν τον υπό εξέταση κλάδο. Η εξέταση των διακλαδικών διασυνδέσεων ενός κλάδου επιδιώκει να συμβάλει στην εκτίμηση, αφενός της σχετικής συμβολής του κλάδου στην παραγωγική διαδικασία των υπόλοιπων κλάδων, κι αφετέρου της σχετικής σημασίας των υπόλοιπων κλάδων στην παραγωγική διαδικασία του υπό εξέταση κάθε φορά κλάδου.</p> <p><span style="background-color:rgb(235, 235, 235); font-family:verdana; font-size:12px">--------------------------</span></p> <p> </p> <p><u><span style="background-color:rgb(235, 235, 235); font-family:verdana; font-size:12px">ΣΧΕΤΙΚΑ ΒΙΝΤΕΟ</span></u></p> <p><a href="https://www.youtube.com/watch?v=dkmjfUUnWmo" target="_blank"><span style="background-color:rgb(235, 235, 235); font-size:12px">Παρουσίαση Υποέργου 4 / Οικονομετρικά υποδείγματα για προψλέψεις σχετικά με τις ΜμΕ</span></a></p> <p><a href="https://www.youtube.com/watch?v=11CX3ocA_AM&t=3s" target="_blank">Περιγραφή των ΜμΕ και συμβολή τους σε μακροοικονομικά μεγέθη</a></p> <p><a href="https://www.youtube.com/watch?v=9RoA4ax5Wj4&t=5s" target="_blank">Ανάλυση και συνεισφορά του τομέα μεταποίησης στην οικονομία</a></p> <p><a href="https://www.youtube.com/watch?v=_0_9RMTpnJc&t=3s" target="_blank">Διακλαδικές διασυνδέσεις του τομέα μεταποίησης</a></p> <p> </p> <p><span style="background-color:rgb(235, 235, 235); font-family:verdana; font-size:12px">Μπορείτε να κατεβάσετε τα Παραδοτέα από τους παρακάτω συνδέσμους.</span></p> </div></div></div><div class="field field-name-field-basic-page-file field-type-file field-label-hidden"><div class="field-items"><div class="field-item even"><span class="file"><img class="file-icon" alt="PDF icon" title="application/pdf" src="/modules/file/icons/application-pdf.png" /> <a href="https://www.ggb.gr/sites/default/files/basic-page-files/1%29%20%CE%A3%CF%85%CE%BD%CE%B5%CE%B9%CF%83%CF%86%CE%BF%CF%81%CE%AC%20%CE%B5%CF%80%CE%B9%CF%87%CE%B5%CE%B9%CF%81%CE%AE%CF%83%CE%B5%CF%89%CE%BD%20%CF%83%CF%84%CE%B7%CE%BD%20%CE%BF%CE%B9%CE%BA%CE%BF%CE%BD%CE%BF%CE%BC%CE%AF%CE%B1%2C%20%CE%BC%CE%B5%20%CE%AD%CE%BC%CF%86%CE%B1%CF%83%CE%B7%20%CF%83%CF%84%CE%B9%CF%82%20%CE%9C%CE%BC%CE%95_%28A%29.pdf" type="application/pdf; length=575083">1) Συνεισφορά επιχειρήσεων στην οικονομία, με έμφαση στις ΜμΕ_(A).pdf</a></span></div><div class="field-item odd"><span class="file"><img class="file-icon" alt="PDF icon" title="application/pdf" src="/modules/file/icons/application-pdf.png" /> <a href="https://www.ggb.gr/sites/default/files/basic-page-files/2%29%20%CE%A3%CF%85%CE%BD%CE%B5%CE%B9%CF%83%CF%86%CE%BF%CF%81%CE%AC%20%CE%B5%CF%80%CE%B9%CF%87%CE%B5%CE%B9%CF%81%CE%AE%CF%83%CE%B5%CF%89%CE%BD%20%CF%83%CF%84%CE%B7%CE%BD%20%CE%BF%CE%B9%CE%BA%CE%BF%CE%BD%CE%BF%CE%BC%CE%AF%CE%B1%2C%20%CE%BC%CE%B5%20%CE%AD%CE%BC%CF%86%CE%B1%CF%83%CE%B7%20%CF%83%CF%84%CE%B9%CF%82%20%CE%9C%CE%BC%CE%95_%28%CE%92%29.pdf" type="application/pdf; length=3427099">2) Συνεισφορά επιχειρήσεων στην οικονομία, με έμφαση στις ΜμΕ_(Β).pdf</a></span></div><div class="field-item even"><span class="file"><img class="file-icon" alt="PDF icon" title="application/pdf" src="/modules/file/icons/application-pdf.png" /> <a href="https://www.ggb.gr/sites/default/files/basic-page-files/3%29%20%CE%A3%CF%85%CE%BD%CE%B5%CE%B9%CF%83%CF%86%CE%BF%CF%81%CE%AC%20%CF%84%CE%BF%CF%85%20%CF%84%CE%BF%CE%BC%CE%AD%CE%B1%20%CE%BC%CE%B5%CF%84%CE%B1%CF%80%CE%BF%CE%AF%CE%B7%CF%83%CE%B7%CF%82%20%CF%83%CF%84%CE%B7%CE%BD%20%CE%BF%CE%B9%CE%BA%CE%BF%CE%BD%CE%BF%CE%BC%CE%AF%CE%B1_%28%CE%91%29.pdf" type="application/pdf; length=528513">3) Συνεισφορά του τομέα μεταποίησης στην οικονομία_(Α).pdf</a></span></div><div class="field-item odd"><span class="file"><img class="file-icon" alt="PDF icon" title="application/pdf" src="/modules/file/icons/application-pdf.png" /> <a href="https://www.ggb.gr/sites/default/files/basic-page-files/4%29%20%CE%A3%CF%85%CE%BD%CE%B5%CE%B9%CF%83%CF%86%CE%BF%CF%81%CE%AC%20%CF%84%CE%BF%CF%85%20%CF%84%CE%BF%CE%BC%CE%AD%CE%B1%20%CE%BC%CE%B5%CF%84%CE%B1%CF%80%CE%BF%CE%AF%CE%B7%CF%83%CE%B7%CF%82%20%CF%83%CF%84%CE%B7%CE%BD%20%CE%BF%CE%B9%CE%BA%CE%BF%CE%BD%CE%BF%CE%BC%CE%AF%CE%B1_%28%CE%92%29.pdf" type="application/pdf; length=3966602">4) Συνεισφορά του τομέα μεταποίησης στην οικονομία_(Β).pdf</a></span></div><div class="field-item even"><span class="file"><img class="file-icon" alt="PDF icon" title="application/pdf" src="/modules/file/icons/application-pdf.png" /> <a href="https://www.ggb.gr/sites/default/files/basic-page-files/5%29%20%CE%A3%CF%87%CE%AD%CF%83%CE%B7%20%CF%84%CE%BF%CE%BC%CE%AD%CE%B1%20%CE%BC%CE%B5%CF%84%CE%B1%CF%80%CE%BF%CE%AF%CE%B7%CF%83%CE%B7%CF%82%20%CE%BC%CE%B5%20%CF%85%CF%80%CF%8C%CE%BB%CE%BF%CE%B9%CF%80%CE%BF%CF%85%CF%82%20%CF%84%CE%BF%CE%BC%CE%B5%CE%AF%CF%82_%28%CE%91%29.pdf" type="application/pdf; length=526471">5) Σχέση τομέα μεταποίησης με υπόλοιπους τομείς_(Α).pdf</a></span></div><div class="field-item odd"><span class="file"><img class="file-icon" alt="PDF icon" title="application/pdf" src="/modules/file/icons/application-pdf.png" /> <a href="https://www.ggb.gr/sites/default/files/basic-page-files/6%29%20%CE%A3%CF%87%CE%AD%CF%83%CE%B7%20%CF%84%CE%BF%CE%BC%CE%AD%CE%B1%20%CE%BC%CE%B5%CF%84%CE%B1%CF%80%CE%BF%CE%AF%CE%B7%CF%83%CE%B7%CF%82%20%CE%BC%CE%B5%20%CF%85%CF%80%CF%8C%CE%BB%CE%BF%CE%B9%CF%80%CE%BF%CF%85%CF%82%20%CF%84%CE%BF%CE%BC%CE%B5%CE%AF%CF%82_%28%CE%92%29.pdf" type="application/pdf; length=3345078">6) Σχέση τομέα μεταποίησης με υπόλοιπους τομείς_(Β).pdf</a></span></div></div></div> </div> </div> </div> </div> </div> </div> </div> </div> </div> <div id="after-content-wrapper"> <div class="container"> <div class="row"> <div class="col-md-12"> <div class="region region-after-content"> <div id="block-views-banner-slider-block" class="block block-views"> <div class="content"> <div class="view view-banner-slider view-id-banner_slider view-display-id-block view-dom-id-d39ae70a7c4c4da72d6372bbd07b71db"> <div class="view-content"> <ul class="jcarousel jcarousel-view--banner-slider--block jcarousel-dom-1 jcarousel-skin-default"> <li class="jcarousel-item-1 odd" style="display: none;"> <div> <div><a href="https://www.notifybusiness.gov.gr/assets/index.html" target="_blank"><img typeof="foaf:Image" src="https://www.ggb.gr/sites/default/files/banner-images/NotifyBusiness_0.png" width="250" height="81" alt="" /></a></div> </div></li> <li class="jcarousel-item-2 even" style="display: none;"> <div> <div><a href="http://www.eim.gr/language/en/" target="_blank"><img typeof="foaf:Image" src="https://www.ggb.gr/sites/default/files/banner-images/EIM.jpg" width="150" height="130" alt="" /></a></div> </div></li> <li class="jcarousel-item-3 odd" style="display: none;"> <div> <div><a href="http://www.elot.gr/" target="_blank"><img typeof="foaf:Image" src="https://www.ggb.gr/sites/default/files/banner-images/ELOT.jpg" width="150" height="130" alt="" /></a></div> </div></li> <li class="jcarousel-item-4 even" style="display: none;"> <div> <div><a href="http://www.esyd.gr/portal/p/esyd/el/index.jsp" target="_blank"><img typeof="foaf:Image" src="https://www.ggb.gr/sites/default/files/banner-images/ESYD.jpg" width="150" height="130" alt="" /></a></div> </div></li> <li class="jcarousel-item-5 odd" style="display: none;"> <div> <div><a href="http://www.esyp.eu/" target="_blank"><img typeof="foaf:Image" src="https://www.ggb.gr/sites/default/files/banner-images/LOGO%20ESYP_Ell2.png" width="150" height="108" alt="" /></a></div> </div></li> <li class="jcarousel-item-6 even" style="display: none;"> <div> <div><a href="https://www.obi.gr/obi/Default.aspx" target="_blank"><img typeof="foaf:Image" src="https://www.ggb.gr/sites/default/files/banner-images/OBIweb2.jpg" width="195" height="101" alt="" /></a></div> </div></li> <li class="jcarousel-item-7 odd" style="display: none;"> <div> <div><a href="http://www.eex.gr" target="_blank"><img typeof="foaf:Image" src="https://www.ggb.gr/sites/default/files/banner-images/EEX.jpg" width="150" height="130" alt="" /></a></div> </div></li> <li class="jcarousel-item-8 even" style="display: none;"> <div> <div><a href="https://diavgeia.gov.gr/" target="_blank"><img typeof="foaf:Image" src="https://www.ggb.gr/sites/default/files/banner-images/diavgeia.jpg" width="150" height="130" alt="" /></a></div> </div></li> <li class="jcarousel-item-9 odd" style="display: none;"> <div> <div><a href="https://www.interregeurope.eu/successroad/" target="_blank"><img typeof="foaf:Image" src="https://www.ggb.gr/sites/default/files/banner-images/Picture1.png" width="220" height="150" alt="success_road" title="success_road" /></a></div> </div></li> <li class="jcarousel-item-10 even" style="display: none;"> <div> <div><a href="https://www.espa.gr/el/Pages/Default.aspx" target="_blank"><img typeof="foaf:Image" src="https://www.ggb.gr/sites/default/files/banner-images/espa_150_100.jpg" width="150" height="100" alt="" /></a></div> </div></li> <li class="jcarousel-item-11 odd" style="display: none;"> <div> <div><a href="http://www.antagonistikotita.gr/epanek/" target="_blank"><img typeof="foaf:Image" src="https://www.ggb.gr/sites/default/files/banner-images/epanek_250_150.jpg" width="250" height="150" alt="" /></a></div> </div></li> <li class="jcarousel-item-12 even" style="display: none;"> <div> <div><a href="https://www.ggb.gr/el/sme_observatory" target="_blank"><img typeof="foaf:Image" src="https://www.ggb.gr/sites/default/files/banner-images/resized_logo.png" width="207" height="150" alt="SMEs Observatory Logo" title="Λογότυπο Παρατηρητηρίου ΜμΕ" /></a></div> </div></li> <li class="jcarousel-item-13 odd" style="display: none;"> <div> <div><a href="https://www.ggb.gr/el/smart_manufacturing" target="_blank"><img typeof="foaf:Image" src="https://www.ggb.gr/sites/default/files/banner-images/smart_manufacturing_0.jpg" width="182" height="150" alt="" /></a></div> </div></li> </ul> </div> </div> </div> </div> </div> </div> </div> </div> </div>    <div id="footer-wrapper"><div class="section"> <div class="container"> <div class="row"> <div class="col-md-8"> <div class="region region-footer-bottom-left"> <div id="block-block-6" class="block block-block"> <h2>Επικοινωνία</h2> <div class="content"> <div class="container"> <div class="row footer-block"> <div class="col-md-5"> <iframe class="col-md-12" src="https://www.google.com/maps/embed?pb=!1m18!1m12!1m3!1d3144.616913646129!2d23.73082579999999!3d37.98606859999999!2m3!1f0!2f0!3f0!3m2!1i1024!2i768!4f13.1!3m3!1m2!1s0x14a1bd31067e80f3%3A0x8dd2a5385ec9536c!2sKaniggos+20%2C+Athina+106+77!5e0!3m2!1sen!2sgr!4v1438786266114" height="200" frameborder="0" style="border:0" allowfullscreen> </iframe> </div> <div id="info-area" class="col-md-7"> <p> <b>Γενική Γραμματεία Βιομηχανίας:</b><br/> Πλατεία Κάνιγγος, 10181, Αθήνα </p> <p> <b>E-mail:</b> <a href="mailto:ggb1@ggb.gr">gsecggb@gge.gr</a><br/> <b><a href="https://ggb.gr/sites/default/files/2020_TIL.KATALOGOS_GGB.pdf" target="_blank">Τηλεφωνικός Κατάλογος</b></a></b> <br/> </p> </div> </div> </div> </div> </div> </div> </div> <div class="col-md-3 col-md-offset-1"> <div class="region region-footer-bottom-right"> <div id="block-block-7" class="block block-block"> <div class="content"> </div> </div> </div> </div> </div> </div> </div></div> <div id="footer"><div class="section"> <div class="container"> <div class="row"> <div class="col-md-12"> <div class="espa-image"> <img class="responsive" src="/sites/all/themes/ggb/images/basic/EU.jpg"/> </div> </div> </div> </div> </div></div> </body> </html>