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            <title>ΕΛΚΕ Πολυτεχνείου Κρήτης</title>
            <link>https://www.elke.tuc.gr</link>
            <description>Προσκλήσεις Προτάσεων</description>
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            <pubDate>Sun, 04 Oct 2026 21:43:17 +0300</pubDate>
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                        <guid isPermaLink="false">news-35192</guid>
                        <pubDate>Wed, 23 Sep 2026 13:13:23 +0300</pubDate>
                        <title>4η Κοινή Διακρατική Πρόσκληση της Ευρωπαϊκής Σύμπραξης «Βιώσιμη Γαλάζια Οικονομία» (Sustainable Blue Economy Partnership)</title>
                        <link>https://www.elke.tuc.gr/el/anakoinoseis/proskliseis-protaseon/proskliseis-protaseon/4i-koini-diakratiki-prosklisi-tis-eyropaikis-sympraxis-biosimi-galazia-oikonomia-sustainable-blue-economy-partnership</link>
                        <description></description>
                        <content:encoded><![CDATA[<p>Η Ευρωπαϊκή Σύμπραξη&nbsp;<strong>Sustainable Blue Economy Partnership (SBEP)</strong>, στο πλαίσιο του Προγράμματος&nbsp;<strong>Horizon Europe</strong>, ανακοινώνει την έναρξη της&nbsp;<strong>4ης Κοινής Διακρατικής Πρόσκλησης (4th Joint Transnational Call)</strong>&nbsp;με τίτλο: <strong>«Building a sustainable and innovative Blue Economy: mastering digital opportunities and fostering resilience»</strong>.</p>
<p>Η πρόσκληση αποσκοπεί στη χρηματοδότηση διακρατικών έργων Έρευνας και Καινοτομίας, διάρκειας έως&nbsp;<strong>36 μηνών</strong>, τα οποία θα συμβάλλουν στη μετάβαση προς μια βιώσιμη, ανθεκτική, καινοτόμο και κλιματικά ουδέτερη Γαλάζια Οικονομία.</p>
<p>Οι προτάσεις θα πρέπει να αφορούν μία από τις ακόλουθες τέσσερις θεματικές προτεραιότητες:</p><ol><li style="margin-left:0cm;" data-list-item-id="e2b01b81dd8688fe98536f24c115d0515"><strong>Μετάβαση των τομέων της Γαλάζιας Οικονομίας προς τη βιωσιμότητα και τη στρατηγική αυτονομία</strong>(<i>Transitioning the blue economy sectors for sustainability and strategic autonomy</i>).</li><li style="margin-left:0cm;" data-list-item-id="ea8c66d585966c6c4414adfdf5eeb7fea"><strong>Διαχείριση των χρήσεων της θάλασσας μέσω προηγμένων ψηφιακών και οικοσυστημικών προσεγγίσεων</strong>&nbsp;(<i>Managing sea-uses by advancing digital and ecosystem-based approaches</i>).</li><li style="margin-left:0cm;" data-list-item-id="ea8ca03af5e64c12ca8640636fe725527"><strong>Προώθηση βιώσιμων γαλάζιων βιολογικών πόρων μέσω καινοτομίας στη θαλάσσια παραγωγή και συγκομιδή</strong>&nbsp;(<i>Promoting sustainable blue bioresources through innovation in marine production and harvesting</i>).</li><li style="margin-left:0cm;" data-list-item-id="ec98b7a85299a45fe8247cb55912d75e0"><strong>Ενίσχυση της ανθεκτικότητας των παράκτιων κοινοτήτων, υποδομών και επιχειρήσεων</strong>&nbsp;(<i>Building resilience in coastal communities with infrastructure and businesses</i>).</li></ol><p>Η υποβολή των προτάσεων πραγματοποιείται σε δύο στάδια. Η προθεσμία υποβολής των&nbsp;<strong>pre-proposals είναι η 16η Νοεμβρίου 2026 και ώρα 15:00 CET</strong>, ενώ η προθεσμία υποβολής των&nbsp;<strong>full proposals είναι η 14η Ιουνίου 2027</strong>.</p>
<p>Για την επιλεξιμότητα των κοινοπραξιών απαιτείται, μεταξύ άλλων, η συμμετοχή επιλέξιμων εταίρων από τουλάχιστον&nbsp;<strong>τρεις διαφορετικές χώρες</strong>&nbsp;που συμμετέχουν στην πρόσκληση και η αίτηση χρηματοδότησης από τουλάχιστον&nbsp;<strong>τρεις διαφορετικούς συμμετέχοντες οργανισμούς χρηματοδότησης</strong>. Οι ενδιαφερόμενοι ελληνικοί φορείς θα πρέπει να συμβουλεύονται και τους&nbsp;<strong>εθνικούς κανόνες επιλεξιμότητας και χρηματοδότησης της ΓΓΕΚ</strong>, οι οποίοι περιλαμβάνονται στο&nbsp;<i>Annex B – NCP and regulations</i>.</p>
<p><strong>Ενημερωτικό Webinar</strong>&nbsp;για την πρόσκληση θα πραγματοποιηθεί στις&nbsp;<strong>29 Σεπτεμβρίου 2026</strong>. Παράλληλα, διοργανώνεται διαδικτυακό&nbsp;<strong>Brokerage/Matchmaking Event από 14 Σεπτεμβρίου έως 13 Νοεμβρίου 2026</strong>, με στόχο τη διευκόλυνση της αναζήτησης εταίρων και της δημιουργίας κοινοπραξιών.</p>
<p>Περισσότερες πληροφορίες, το πλήρες κείμενο της πρόσκλησης, τα εθνικά παραρτήματα και τα σχετικά υποδείγματα υποβολής είναι διαθέσιμα στην επίσημη ιστοσελίδα της Σύμπραξης:</p>
<p><a href="https://www.bluepartnership.eu/funding-opportunity/sustainable-blue-economy-partnerships-fourth-joint-transnational-call?utm_source=chatgpt.com" target="_blank" title="https://www.bluepartnership.eu/funding-opportunity/sustainable-blue-economy-partnerships-fourth-joint-transnational-call?utm_source=chatgpt.com" rel="noreferrer"><u>Sustainable Blue Economy Partnership – 4th Joint Transnational Call</u></a></p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p>Οι ενδιαφερόμενοι παρακαλούνται να συμπληρώσουν την <strong>ηλεκτρονική φόρμα υποβολής προτάσεων - Ε0 </strong>(<strong> </strong><a href="https://www.elke.tuc.gr/el/odigies/entypa" target="_blank" title="https://www.elke.tuc.gr/el/odigies/entypa"><u>https://www.elke.tuc.gr/el/odigies/entypa</u></a>&nbsp;). Λόγω των περιορισμών της πρόσκλησης,&nbsp;τηρείται σειρά προτεραιότητας</p>]]></content:encoded>
                        
                            
                                <category>Προσκλήσεις Προτάσεων</category>
                            
                        
                        
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                        <guid isPermaLink="false">news-35131</guid>
                        <pubDate>Mon, 14 Sep 2026 09:25:16 +0300</pubDate>
                        <title>Κοινή Διακρατική Πρόσκληση 2026 της Ευρωπαϊκής Σύμπραξης Water4All, με θέμα Βιώσιμη Διαχείριση Υδάτων</title>
                        <link>https://www.elke.tuc.gr/el/anakoinoseis/proskliseis-protaseon/proskliseis-protaseon/koini-diakratiki-prosklisi-2026-tis-eyropaikis-sympraxis-water4all-me-thema-biosimi-diacheirisi-ydaton</link>
                        <description></description>
                        <content:encoded><![CDATA[<p class="text-justify">Η Γενική Γραμματεία Έρευνας και Καινοτομίας (ΓΓΕΚ) ενημερώνει τους ενδιαφερόμενους ότι δημοσιεύτηκε η <strong>Κοινή Διακρατική Πρόσκληση 2026&nbsp; της Ευρωπαϊκής Σύμπραξης Water4All</strong>, με θέμα&nbsp;<strong> Βιώσιμη Διαχείριση Υδάτων</strong>.</p>
<p class="text-justify">Το κείμενο της Πρόσκλησης, οι εθνικοί κανόνες συμμετοχής και χρηματοδότησης, καθώς και όλα τα σχετικά έγγραφα είναι διαθέσιμα στην ιστοσελίδα της Water4All:</p>
<p class="text-justify"><a href="https://www.water4all-partnership.eu/joint-activities/water4all-2026-joint-transnational-call" target="_blank" rel="noreferrer"><u>https://www.water4all-partnership.eu/joint-activities/water4all-2026-joint-transnational-call</u></a></p>
<p class="text-justify"><strong>Ενημερωτικό διαδικτυακό σεμινάριο (Information Webinar)</strong>&nbsp;για τους ενδιαφερόμενους αιτούντες θα πραγματοποιηθεί στις&nbsp;<strong>17 Σεπτεμβρίου 2026, στις 14:00 CEST (15:00 ώρα Ελλάδας)</strong>.</p>
<p class="text-justify">Πληροφορίες και σύνδεσμος εγγραφής στο webinar είναι διαθέσιμα στην παραπάνω ιστοσελίδα.</p>]]></content:encoded>
                        
                            
                                <category>Προσκλήσεις Προτάσεων</category>
                            
                        
                        
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                        <guid isPermaLink="false">news-35085</guid>
                        <pubDate>Wed, 02 Sep 2026 13:56:31 +0300</pubDate>
                        <title>Προ-δημοσίευση 4ης Κοινής Διακρατικής Συγχρηματοδοτούμενης Πρόσκλησης της Σύμπραξης Sustainable Blue Economy Partnership (SBEP)</title>
                        <link>https://www.elke.tuc.gr/el/anakoinoseis/proskliseis-protaseon/proskliseis-protaseon/pro-dimosieysi-4is-koinis-diakratikis-sygchrimatodotoymenis-prosklisis-tis-sympraxis-sustainable-blue-economy-partnership-sbep</link>
                        <description></description>
                        <content:encoded><![CDATA[<p class="text-justify">Η Γενική Γραμματεία Έρευνας και Καινοτομίας (ΓΓΕΚ) ενημερώνει την ελληνική ερευνητική και καινοτομική κοινότητα ότι στις <strong>14 Σεπτεμβρίου 2026</strong> πρόκειται να δημοσιευθεί η <strong>4η Κοινή Διακρατική Συγχρηματοδοτούμενη Πρόσκληση της Ευρωπαϊκής Σύμπραξης Sustainable Blue Economy Partnership (SBEP).</strong> Η πρόσκληση θα χρηματοδοτήσει διακρατικά έργα έρευνας και καινοτομίας διάρκειας 36 μηνών, τα οποία θα συμβάλουν στη μετάβαση προς μια βιώσιμη, ανθεκτική και κλιματικά ουδέτερη γαλάζια οικονομία.</p>
<p><u>Θεματικές προτεραιότητες</u></p>
<p>Η πρόσκληση θα καλύψει τις ακόλουθες τέσσερις θεματικές περιοχές:</p><ul><li data-list-item-id="ec58d96800d9a524d34b866910be20110">Βιώσιμοι θαλάσσιοι βιολογικοί πόροι μέσω καινοτομίας στην παραγωγή και συγκομιδή.</li><li data-list-item-id="e3a2e6cbdce0892d350cebc5f38008d48">Μετάβαση των τομέων της γαλάζιας οικονομίας προς τη βιωσιμότητα και τη στρατηγική αυτονομία.</li><li data-list-item-id="e1ff67007edfabccec6bee46da8a49bd4">Διαχείριση των χρήσεων της θάλασσας μέσω ψηφιακών και οικοσυστημικών προσεγγίσεων.</li><li data-list-item-id="ef56feb2a40391d19292491391b72751b">Ενίσχυση της ανθεκτικότητας των παράκτιων κοινοτήτων, των υποδομών και των επιχειρήσεων.</li></ul><p><u>Ενδεικτικό χρονοδιάγραμμα</u></p>
<p><strong>Δημοσίευση πρόσκλησης:</strong> 14 Σεπτεμβρίου 2026</p>
<p><strong>Προθεσμία υποβολής προτάσεων Α’ σταδίου (προσωρινή):</strong> 16 Νοεμβρίου 2026</p>
<p>Προθεσμία υποβολής πλήρων προτάσεων (προσωρινή): 14 Ιουνίου 2027</p>
<p>Αναλυτικές πληροφορίες, οι όροι συμμετοχής, καθώς και τα σχετικά έγγραφα της πρόσκλησης θα δημοσιευθούν με την επίσημη έναρξη της πρόσκλησης&nbsp;</p>
<p><strong>Σχετικοί σύνδεσμοι</strong>:</p><ul><li data-list-item-id="e0eb7b879fbf4b9f7e421ca6abadc9ce4"><a href="https://gsri.gov.gr/pro-dimosiefsi-4is-koinis-diakratikis-sygchrimatodotoumenis-prosklisis-tis-sybraxis-sustainable-blue-economy-partnership-sbep/" target="_blank" rel="noreferrer">https://gsri.gov.gr/pro-dimosiefsi-4is-koinis-diakratikis-sygchrimatodotoumenis-prosklisis-tis-sybraxis-sustainable-blue-economy-partnership-sbep/</a>&nbsp;</li><li data-list-item-id="ed79f23f295510532271aff6abc3a21f1"><a href="https://www.bluepartnership.eu/funding-opportunity/preannouncement-sustainable-blue-economy-partnerships-fourth-joint" target="_blank" rel="noreferrer">https://www.bluepartnership.eu/funding-opportunity/preannouncement-sustainable-blue-economy-partnerships-fourth-joint</a></li></ul><p>&nbsp;</p>]]></content:encoded>
                        
                            
                                <category>Προσκλήσεις Προτάσεων</category>
                            
                        
                        
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                        <guid isPermaLink="false">news-35084</guid>
                        <pubDate>Wed, 02 Sep 2026 13:55:27 +0300</pubDate>
                        <title>Webinar: Horizon Implementation Day: Finding opportunities and submitting a proposal in Horizon Europe - 24/09/2026</title>
                        <link>https://www.elke.tuc.gr/el/anakoinoseis/proskliseis-protaseon/proskliseis-protaseon/webinar-horizon-implementation-day-finding-opportunities-and-submitting-a-proposal-in-horizon-europe-24-09-2026</link>
                        <description></description>
                        <content:encoded><![CDATA[<p class="text-justify">On 24 September 2026, the European Commission is organizing a webinar on Finding opportunities and submitting a proposal in Horizon Europe. During the webinar, participants will learn how to search for calls and partners in the Funding &amp; Tenders Portal, as well as about submission and evaluation processes of proposals.&nbsp;</p>
<p class="text-justify">&nbsp;</p>
<p class="text-justify"><img style="height:4.3333in;width:5.6354in;" width="541" height="416" 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"><br>&nbsp;</p>
<p><strong>Date: </strong>24/09/2026</p>
<p><strong>Link</strong>: <a href="https://ec.europa.eu/research/participants/docs/h2020-funding-guide/other/event260924.htm#youtube" target="_blank" rel="noreferrer">https://ec.europa.eu/research/participants/docs/h2020-funding-guide/other/event260924.htm#youtube</a></p>
<p>&nbsp;</p>]]></content:encoded>
                        
                            
                                <category>Προσκλήσεις Προτάσεων</category>
                            
                        
                        
                    </item>
                
                    <item>
                        <guid isPermaLink="false">news-35083</guid>
                        <pubDate>Wed, 02 Sep 2026 13:53:25 +0300</pubDate>
                        <title>Webinar: Lump Sum Funding in Horizon Europe: How does it work? How to write a proposal? - 12/11/2026</title>
                        <link>https://www.elke.tuc.gr/el/anakoinoseis/proskliseis-protaseon/proskliseis-protaseon/webinar-lump-sum-funding-in-horizon-europe-how-does-it-work-how-to-write-a-proposal-12-11-2026</link>
                        <description></description>
                        <content:encoded><![CDATA[<p class="text-justify">On 12 November 2026, the European Commission is organising an information webinar focused on the principles of lump sum funding in the Horizon Europe programme. Participants will learn how this type of funding works, how to prepare a project proposal and the practical experience gained from its implementation.</p>
<p class="text-justify">The webinar will include a panel discussion and a Q&amp;A session.</p>
<p class="text-justify">&nbsp;</p>
<p class="text-justify"><img style="height:3.3229in;width:4.6979in;" width="451" height="319" 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"><br>&nbsp;</p>
<p><strong>Date: </strong>12/11/2026</p>
<p><strong>Link</strong>: <a href="https://ec.europa.eu/research/participants/docs/h2020-funding-guide/other/event261112.htm" target="_blank" rel="noreferrer">https://ec.europa.eu/research/participants/docs/h2020-funding-guide/other/event261112.htm</a></p>
<p>&nbsp;</p>]]></content:encoded>
                        
                            
                                <category>Προσκλήσεις Προτάσεων</category>
                            
                        
                        
                    </item>
                
                    <item>
                        <guid isPermaLink="false">news-35082</guid>
                        <pubDate>Wed, 02 Sep 2026 13:49:41 +0300</pubDate>
                        <title>Προδημοσίευση Πρόσκλησης έτους 2026 για υποβολή ερευνητικών προτάσεων της συγχρηματοδοτούμενης ευρωπαϊκής Σύμπραξης για την αστική μετάβαση προς ένα Βιώσιμο Μέλλον «DUT – Driving Urban Transitions»</title>
                        <link>https://www.elke.tuc.gr/el/anakoinoseis/proskliseis-protaseon/proskliseis-protaseon/prodimosieysi-prosklisis-etoys-2026-gia-ypoboli-ereynitikon-protaseon-tis-sygchrimatodotoymenis-eyropaikis-sympraxis-gia-tin-astiki-metabasi-pros-ena-biosimo-mellon-dut-driving-urban-transitions</link>
                        <description></description>
                        <content:encoded><![CDATA[<p class="text-justify">H συγχρηματοδοτούμενη ευρωπαϊκή Σύμπραξη του Ορίζοντα Ευρώπη για την αστική μετάβαση προς ένα Βιώσιμο Μέλλον<strong>&nbsp;«DUT – Driving Urban Transitions»&nbsp;</strong>έχει αναρτήσει<strong>&nbsp;</strong><a href="https://dutpartnership.eu/calls/dut-call-2026" target="_blank" rel="noreferrer">προδημοσίευση Πρόσκλησης&nbsp;</a>υποβολής ερευνητικών προτάσεων για τη συγχρηματοδότηση ερευνητικών έργων<strong>.</strong>&nbsp;<strong>Η υποβολή προτάσεων θα εκκινήσει&nbsp;<u>την 1</u></strong><a href="https://gsri.gov.gr/prodimosiefsi-prosklisis-etous-2026-gia-ypovoli-erevnitikon-protaseon-tis-sygchrimatodotoumenis-evropaikis-sybraxis-gia-tin-astiki-metavasi-pros-ena-viosimo-mellon-dut-driving-urban-t/#ipo" target="_blank" rel="noreferrer"><strong><sup><u>η</u></sup></strong></a><strong><u>&nbsp; Σεπτεμβρίου 2026</u>.</strong> <a href="https://dutpartnership.eu/calls/dut-call-2026" target="_blank" rel="noreferrer">Εδώ</a>&nbsp;είναι διαθέσιμη η προδημοσιευμένη Πρόσκληση, στο Παράρτημα Α (Annex&nbsp;A) της οποίας περιγράφονται οι εθνικοί κανόνες συμμετοχής όλων των συμμετεχόντων φορέων (συμπεριλαμβανομένης της ΓΓΕΚ).<strong> </strong>Η συμμετοχή της ΓΓΕΚ στην πρόσκληση ανέρχεται σε&nbsp;1.000.000,00€.&nbsp;Το ποσό της ελληνικής συμμετοχής θα κατανεμηθεί στους δικαιούχους&nbsp; μέχρι το ανώτερο ποσό των&nbsp;180.000€ &nbsp;ανά πρόταση με Έλληνα εταίρο&nbsp; και&nbsp;μέχρι 220.000€&nbsp; ανά πρόταση με Έλληνα Συντονιστή,&nbsp;σύμφωνα με τους εθνικούς κανόνες συμμετοχής και επιλεξιμότητας, όπως περιγράφονται στο παράρτημα Α (Annex A)&nbsp; της ανωτέρω προδημοσιευμένης Πρόσκλησης.</p>
<p class="text-justify"><u>Η οριστική Πρόσκληση, καθώς και οι οριστικοί εθνικοί κανόνες συμμετοχής πρόκειται να δημοσιευθούν περί τα τέλη Αυγούστου στην ιστοσελίδα της Πρόσκλησης:</u>&nbsp;<a href="https://dutpartnership.eu/calls/dut-call-2026" target="_blank" rel="noreferrer">https://dutpartnership.eu/calls/dut-call-2026</a>.&nbsp;Το&nbsp;website της προκήρυξης του&nbsp;DUT θα επικαιροποιηθεί το συντομότερο δυνατό με τη συμμετοχή και τους εθνικούς κανόνες για τη ΓΓΕΚ.</p>
<p class="text-justify">Το προσχέδιο της Πρόσκλησης προβλέπει τρεις θεματικές περιοχές μετάβασης (Transition Pathways):</p>
<p class="text-justify">1) Positive Energy Districts (Συνοικισμοί με πλεόνασμα ενέργειας – δίκτυα)</p>
<p class="text-justify">2) 15 – minute City (Πόλη των 15 λεπτών – Αστική κινητικότητα)</p>
<p class="text-justify">3) Circular Urban Economies (Αστικές κυκλικές οικονομίες)</p>
<p class="text-justify"><strong>Σημειώνεται ότι η Ελλάδα θα συμμετάσχει σε όλες τις θεματικές και υποθεματικές&nbsp; περιοχές μετάβασης,&nbsp;<u>πλην της υποθεματικής «Nurture neighbourhood economies – activate innovation in local everyday offers» της θεματικής περιοχής 15 – minute City</u>.</strong></p>
<p class="text-justify">Η διαδικασία υποβολής προτάσεων θα γίνει σε δύο στάδια:</p>
<p>1ο&nbsp;στάδιο: υποβολή συνοπτικών προτάσεων /pre-proposal phase – Stage 1</p>
<p>2ο&nbsp;στάδιο: υποβολή ολοκληρωμένων προτάσεων (από όσες προκριθούν μετά από την αξιολόγηση του 1ου&nbsp;σταδίου) / full proposal phase – Stage 2</p>
<p>Η καταληκτική &nbsp;ημερομηνία για&nbsp;την υποβολή&nbsp;των&nbsp;συνοπτικών προτάσεων&nbsp;(pre–proposal&nbsp;phase&nbsp;–&nbsp;Stage&nbsp;1) είναι&nbsp;η 17η&nbsp;Νοεμβρίου&nbsp;2026&nbsp;και η καταληκτική &nbsp;ημερομηνία για&nbsp;την υποβολή&nbsp;των&nbsp;ολοκληρωμένων&nbsp;προτάσεων &nbsp;(full&nbsp;proposal&nbsp;phase&nbsp;–&nbsp;Stage&nbsp;2) είναι&nbsp;η 15η&nbsp;Απριλίου 2027.</p>
<p class="text-justify">Στο πλαίσιο της εν λόγω Πρόσκλησης και για την πληρέστερη ενημέρωση των ενδιαφερομένων θα πραγματοποιηθεί&nbsp;<u>στις 9 Σεπτεμβρίου 2026 και ώρα 10.00 με 13.00 (CET) διαδικτυακή ενημερωτική εκδήλωση</u>. Για εγγραφή παρακαλούμε επισκεφθείτε το σύνδεσμο:&nbsp;<a href="https://dutpartnership.eu/index.php/events/dut-call-2026-info-day" target="_blank" rel="noreferrer">https://dutpartnership.eu/index.php/events/dut-call-2026-</a></p>
<p class="text-justify">&nbsp;--</p>
<p><strong>Σχετικός σύνδεσμος</strong>: <a href="https://gsri.gov.gr/prodimosiefsi-prosklisis-etous-2026-gia-ypovoli-erevnitikon-protaseon-tis-sygchrimatodotoumenis-evropaikis-sybraxis-gia-tin-astiki-metavasi-pros-ena-viosimo-mellon-dut-driving-urban-t/" target="_blank" rel="noreferrer">https://gsri.gov.gr/prodimosiefsi-prosklisis-etous-2026-gia-ypovoli-erevnitikon-protaseon-tis-sygchrimatodotoumenis-evropaikis-sybraxis-gia-tin-astiki-metavasi-pros-ena-viosimo-mellon-dut-driving-urban-t/</a></p>
<p>Οι ενδιαφερόμενοι παρακαλούνται να συμπληρώσουν την ηλεκτρονική φόρμα υποβολής προτάσεων - Ε0 (<strong> </strong><a href="https://www.elke.tuc.gr/el/odigies/entypa" target="_blank"><u>https://www.elke.tuc.gr/el/odigies/entypa</u></a>&nbsp;). &nbsp;</p>
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                        <guid isPermaLink="false">news-35081</guid>
                        <pubDate>Wed, 02 Sep 2026 13:47:52 +0300</pubDate>
                        <title>Εθνική συγχρηματοδότηση εγκεκριμένων έργων των ευρωπαϊκών δράσεων του HORIZON: Προσκλήσεις JU-CHIPS-2024 και HORIZON-EUROHPC-JU-2024»</title>
                        <link>https://www.elke.tuc.gr/el/anakoinoseis/proskliseis-protaseon/proskliseis-protaseon/ethniki-sygchrimatodotisi-egkekrimenon-ergon-ton-eyropaikon-draseon-toy-horizon-proskliseis-ju-chips-2024-kai-horizon-eurohpc-ju-2024</link>
                        <description></description>
                        <content:encoded><![CDATA[<p class="text-justify">Η Δράση αφορά στη χρηματοδότηση των ελληνικών φορέων (ερευνητικών οργανισμών και επιχειρήσεων) οι οποίοι συμμετέχουν σε κοινά ευρωπαϊκά έργα που εγκρίθηκαν στο πλαίσιο των Θεσμοθετημένων Ευρωπαϊκών Συμπράξεων (Institutionalised European Partnerships) του Προγράμματος «Ορίζων Ευρώπη» (Κανονισμός (ΕΕ) 2021/695), σε συνέχεια σχετικών ευρωπαϊκών προσκλήσεων των Κοινών Επιχειρήσεων (Joint Undertakings) Chips JU και EuroHPC, με στόχο τη στήριξη και προώθηση διεθνών συνεργασιών και την ενίσχυση της εξωστρέφειας και της ανταγωνιστικότητας του συστήματος έρευνας και καινοτομίας.</p>
<p class="text-justify"><strong>Ημερομηνία έναρξης&nbsp;ηλεκτρονικής υποβολής αιτήσεων χρηματοδότησης</strong>:<strong> Τετάρτη 16 Σεπτεμβρίου 2026 </strong>και ώρα<strong> 13:00</strong><br><strong>Η πρόσκληση θα παραμείνει ανοιχτή μέχρι την εξάντληση του διαθέσιμου προϋπολογισμού.</strong></p>
<p class="text-justify"><strong>Σύνδεσμος:</strong><a href="https://21-27.antagonistikotita.gr/ethniki-sygchrimatodotisi-egkekrimenon-ergon-ton-evropaikon-draseon-tou-horizon-proskliseis-ju-chips-2024-kai-horizon-eurohpc-ju-2024/" target="_blank" rel="noreferrer"><strong>https://21-27.antagonistikotita.gr/ethniki-sygchrimatodotisi-egkekrimenon-ergon-ton-evropaikon-draseon-tou-horizon-proskliseis-ju-chips-2024-kai-horizon-eurohpc-ju-2024/</strong></a></p>
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                        <guid isPermaLink="false">news-35080</guid>
                        <pubDate>Wed, 02 Sep 2026 13:45:39 +0300</pubDate>
                        <title> Call for proposals - Cost Actions 2026</title>
                        <link>https://www.elke.tuc.gr/el/anakoinoseis/proskliseis-protaseon/proskliseis-protaseon/call-for-proposals-cost-actions-2026</link>
                        <description></description>
                        <content:encoded><![CDATA[<p>European Cooperation in Science and Technology (COST) creates open spaces where people and ideas can grow. COST funds interdisciplinary research networks called COST Actions. These Actions bring together researchers, innovators and other professionals including industry specialists, who are based in Europe and beyond, to collaborate on research topics for a period of 4 years.</p>
<p>Participants are invited to submit COST Action proposals contributing to the scientific, technological, economic, cultural or societal knowledge advancement and development of Europe. Multi- and interdisciplinary proposals are encouraged.</p>
<p>The Open Call&nbsp;Action proposal submission, evaluation, selection and approval (SESA) procedure&nbsp;is fully science and technology-driven and will ensure a simple, transparent and competitive proposal evaluation and selection process, reflecting the bottom-up, open and inclusive principles of COST.</p>
<p>Participants planning to submit a proposal for a COST Action will need to refer to the&nbsp;updated COST Open Call proposers guidelines and to the&nbsp;new Open Call Announcement that is&nbsp;available on the&nbsp;<a href="https://www.cost.eu/funding/documents-guidelines/" target="_blank" rel="noreferrer">Documents and Guidelines</a>&nbsp;page.</p>
<p>All proposals are to be submitted via the dedicated online platform of the COST Association used for grant management, known as e-COST, between 31 July 2026 and 28 October 2026.</p>
<p>&nbsp;</p>
<p><strong>Προθεσμία</strong>: 28/10/2026</p>
<p><strong>Σχετικός σύνδεσμος</strong>: <a href="https://www.cost.eu/funding/open-call-a-simple-one-step-application-process/" target="_blank" rel="noreferrer">https://www.cost.eu/funding/open-call-a-simple-one-step-application-process/</a>&nbsp;</p>
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                        <pubDate>Thu, 30 Jul 2026 12:30:07 +0300</pubDate>
                        <title>Προκήρυξη δράσης κοινής χρηματοδότησης  NEH – ΕΛ.ΙΔ.Ε.Κ. Ερευνητικά Προγράμματα Συνεργασίας  στις Ανθρωπιστικές Επιστήμες  «Ελλάδα – ΗΠΑ»  4η τροποποίηση</title>
                        <link>https://www.elke.tuc.gr/el/anakoinoseis/proskliseis-protaseon/proskliseis-protaseon/prokiryxi-drasis-koinis-chrimatodotisis-neh-elidek-ereynitika-programmata-synergasias-stis-anthropistikes-epistimes-ellada-ipa-4i-tropopoiisi</link>
                        <description></description>
                        <content:encoded><![CDATA[<p>Η Προκήρυξη στοχεύει στην ανάπτυξη συνεργασιών στο πεδίο των Ανθρωπιστικών Επιστημών και των Ανθρωπιστικών Κοινωνικών Επιστημών μεταξύ Αμερικανών/ίδων και Ελλήνων/ίδων Ερευνητών/τριών μέσω της υλοποίησης συνεργατικών ερευνητικών Έργων, στο πλαίσιο των οποίων οι Έλληνες/ίδες Ερευνητές/τριες θα χρηματοδoτηθούν από το ΕΛ.ΙΔ.Ε.Κ. και οι Αμερικανοί/ίδες από το ΝΕΗ.&nbsp;</p>
<p>Οι Προτάσεις θα υποβληθούν αρχικά στο ΝΕΗ μέσω του<a href="https://www.grants.gov/" target="_blank" rel="noreferrer"> Grants.gov</a> από επιλέξιμους (σύμφωνα με τους όρους του ΝΕΗ) αμερικανικούς φορείς στο πλαίσιο της Δράσης του ΝΕΗ για Συνεργατικά Ερευνητικά προγράμματα (“NEH Collaborative Research programs”) και ειδικότερα στο πλαίσιο του προγράμματος “Planning International Collaboration” και θα πρέπει να συμμορφώνονται με τις απαιτήσεις του εν λόγω προγράμματος, σύμφωνα με τις σχετικές οδηγίες οι οποίες είναι διαθέσιμες στην αντίστοιχη<a href="https://www.neh.gov/grants/research/collaborative-research-grants" target="_blank" rel="noreferrer"> ιστοσελίδα</a> &nbsp;του ΝΕΗ&nbsp;</p>
<p>Κατόπιν επιτυχούς υποβολής στο ΝΕΗ, το ακριβές αντίγραφο της Πρότασης που υποβλήθηκε στο NEH, όπως αυτό εξάγεται1 από το Grants.gov, (εφεξής «Πρόταση ΝΕΗ») θα υποβληθεί από τον/την Επιστημονικά Υπεύθυνο/η (εφεξής «ΕΥ») του ελληνικού σκέλους της Πρότασης στη Διαδικτυακή Πύλη του ΕΛ.ΙΔ.Ε.Κ. εντός αποκλειστικής προθεσμίας μίας (1) εβδομάδας από τη λήξη της προθεσμίας υποβολών στο NEH.</p>
<p>Περισσότερες πληροφορίες στον παρακάτω σύνδεσμο:</p>
<p><a href="https://www.elidek.gr/works/icons/126114_28.07.2026_%CE%A0%CF%81%CE%BF%CE%BA%CE%AE%CF%81%CF%85%CE%BE%CE%B7%20%CE%9D%CE%95%CE%97_HFRI_%CE%93%CE%84%20%CE%BA%CF%8D%CE%BA%CE%BB%CE%BF%CF%82%20-%204%CE%B7%20%CF%84%CF%81%CE%BF%CF%80%CE%BF%CF%80%CE%BF%CE%AF%CE%B7%CF%83%CE%B7_%CE%A8%CE%9A2%CE%9546%CE%9C77%CE%93-67%CE%A6.pdf" target="_blank" rel="noreferrer">PDF πρόσκλησης</a></p>]]></content:encoded>
                        
                            
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                        <guid isPermaLink="false">news-35012</guid>
                        <pubDate>Thu, 30 Jul 2026 10:39:31 +0300</pubDate>
                        <title>Πρόσκληση υποβολής αιτήσεων χρηματοδότησης για την Δράση 1.1.2.1 – «Υποστήριξη  νέων καινοτόμων επιχειρήσεων στην Περιφέρεια Κρήτης» - «Καινοτομώ στην Κρήτη»   στο πλαίσιο του Προγράμματος «ΚΡΗΤΗ» 2021-2027.</title>
                        <link>https://www.elke.tuc.gr/el/anakoinoseis/proskliseis-protaseon/proskliseis-protaseon/prosklisi-ypobolis-aitiseon-chrimatodotisis-gia-tin-drasi-1121-ypostirixi-neon-kainotomon-epicheiriseon-stin-perifereia-kritis-kainotomo-stin-kriti-sto-plaisio-toy-programmatos-kriti-2021-2027</link>
                        <description></description>
                        <content:encoded><![CDATA[<p>Η παρούσα πρόσκληση αφορά δύο διακριτές κατηγορίες δυνητικών δικαιούχων και ο Δυνητικός Δικαιούχος πρέπει να επιλέξει υποχρεωτικά την κατηγορία (είδος επιχείρησης) για την οποία θέλει να υποβάλει την πρόταση του:&nbsp;</p><ol><li data-list-item-id="e35edcf257ed3c12030b2f8b7d13c4313"><p>&nbsp;<strong>Κατηγορία 1η : Δημιουργία νέων καινοτόμων επιχειρήσεων στην Κρήτη (υπό σύσταση επιχειρήσεις)</strong></p><p>Η κατηγορία αφορά υπό σύσταση επιχειρήσεις. Ως υπό σύσταση νοούνται οι επιχειρήσεις που διαθέτουν σχέδιο καταστατικού υπογεγραμμένο από όλα τα μέλη/εταίρους και θα προβούν σε έναρξη εργασιών στην αρμόδια Δ.Ο.Υ. μετά την ηλεκτρονική υποβολή της αίτησης χρηματοδότησης.&nbsp;</p></li><li data-list-item-id="e1d5adc2888284c0e58e24753e77f7704"><p>&nbsp;<strong>Κατηγορία 2η : Ενίσχυση νέων καινοτόμων επιχειρήσεων στην Κρήτη (υφιστάμενες επιχειρήσεις)</strong>&nbsp;</p><p>Η κατηγορία αφορά νέες επιχειρήσεις. Ως νέες νοούνται οι υφιστάμενες επιχειρήσεις που έχουν κάνει έναρξη εργασιών από την 1η Ιανουαρίου 2021 και έπειτα και σε κάθε περίπτωση πριν την υποβολή της αίτησης χρηματοδότησης στην παρούσα.</p></li></ol><p>Περισσότερες πληροφορίες στο παρακάτω link:</p>
<p><a href="https://static.ank.gr/files/programs/krhth_2021_2027/kainotomo_stin_kriti/24_7_2026/1.1.2.1_PROSKLESE---Kai.pdf" target="_blank" rel="noreferrer">Αναλυτική Πρόσκληση&nbsp;</a></p>]]></content:encoded>
                        
                            
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