18353 | ![TUNAHAN ÇAKIR](../authorimages/photo_m.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRGEBZE TEKNİK ÜNİVERSİTESİ/MÜHENDİSLİK FAKÜLTESİ/BİYOMÜHENDİSLİK BÖLÜMÜ/BİYOMEKANİK ANABİLİM DALI/ Mühendislik Temel Alanı Biyomühendislik Biyoteknoloji ; Moleküler Genetik ; Biyoenformatik | tcakir[at]gtu.edu.tr | 455CB36C3195CFDB |
30185 | ![UMUT GÜNEŞ SEFERCİK](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRGEBZE TEKNİK ÜNİVERSİTESİ/MÜHENDİSLİK FAKÜLTESİ/HARİTA MÜHENDİSLİĞİ BÖLÜMÜ/FOTOGRAMETRİ VE UZAKTAN ALGILAMA ANABİLİM DALI/ Mühendislik Temel Alanı Harita Mühendisliği Uzaktan Algılama ; Fotogrametri | sefercik[at]gtu.edu.tr | 782020607F5A8ED4 |
35742 | ![UYGAR HALİS TAZEBAY](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRGEBZE TEKNİK ÜNİVERSİTESİ/TEMEL BİLİMLER FAKÜLTESİ/MOLEKÜLER BİYOLOJİ VE GENETİK BÖLÜMÜ/MOLEKÜLER BİYOLOJİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Moleküler Biyoloji ve Genetik Moleküler Biyoloji ; Biyoteknoloji ; Genetik | tazebay[at]gtu.edu.tr | 86D3C8CD09A8AC55 |
2454 | ![ÜMİT DEMİR](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRGEBZE TEKNİK ÜNİVERSİTESİ/TEMEL BİLİMLER FAKÜLTESİ/KİMYA BÖLÜMÜ/FİZİKOKİMYA ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Kimya Elektrokimya ; Analitik Kimya ; Nanoteknoloji | demiru[at]gtu.edu.tr | D8E4A3D66995ADDF |
38407 | ![YAHYA KEMAL TÜR](../authorimages/photo_m.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRGEBZE TEKNİK ÜNİVERSİTESİ/MÜHENDİSLİK FAKÜLTESİ/MALZEME BİLİMİ VE MÜHENDİSLİĞİ BÖLÜMÜ/SERAMİK MALZEMELERİ ANABİLİM DALI/ Mühendislik Temel Alanı Makine Mühendisliği Kompozit Malzemeler ; Kırılma Mekaniği ; Malzeme Tasarım ve Davranışları | yktur[at]gtu.edu.tr | 55731B01795890D9 |
37715 | ![YELDA ÖZDEN ÇİFTÇİ](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRGEBZE TEKNİK ÜNİVERSİTESİ/TEMEL BİLİMLER FAKÜLTESİ/MOLEKÜLER BİYOLOJİ VE GENETİK BÖLÜMÜ/GENEL BİYOLOJİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Biyoloji Biyoteknoloji ; Bitki Biyoteknoloji ; Moleküler Biyoloji | ozden[at]gtu.edu.tr | C859826EE886DE28 |
132870 | ![YUNUS ZORLU](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRGEBZE TEKNİK ÜNİVERSİTESİ/TEMEL BİLİMLER FAKÜLTESİ/KİMYA BÖLÜMÜ/ANORGANİK KİMYA ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Kimya Anorganik Kimya ; Spektroskopi ; Nanoteknoloji | | D0782DA7DA858A26 |
18513 | ![YUSUF SİNAN AKGÜL](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRGEBZE TEKNİK ÜNİVERSİTESİ/MÜHENDİSLİK FAKÜLTESİ/BİLGİSAYAR MÜHENDİSLİĞİ BÖLÜMÜ/BİLGİSAYAR YAZILIMI ANABİLİM DALI/ Mühendislik Temel Alanı Bilgisayar Bilimleri ve Mühendisliği Yapay Öğrenme ; Görüntü İşleme ; Yapay Zeka | akgul[at]gtu.edu.tr | 97BFBD51EDC94C3E |
10695 | ![YÜCEL GENÇER](../authorimages/photo_m.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRGEBZE TEKNİK ÜNİVERSİTESİ/MÜHENDİSLİK FAKÜLTESİ/MALZEME BİLİMİ VE MÜHENDİSLİĞİ BÖLÜMÜ/MALZEME BİLİMİ ANABİLİM DALI/ Mühendislik Temel Alanı Malzeme ve Metalurji Mühendisliği Malzeme Bilimi ; Metalik Malzemeler ; Kaplama Teknolojisi | gencer[at]gtu.edu.tr | 528AAD64E75EA399 |
130495 | ![ALİ MURAT SOYDAN](../authorimages/photo_m.jpg) | ![ORCID](../images/orcidFav.png) DOÇENTGEBZE TEKNİK ÜNİVERSİTESİ/ENERJİ TEKNOLOJİLERİ ENSTİTÜSÜ/ENERJİ TEKNOLOJİLERİ ANABİLİM DALI/ Mühendislik Temel Alanı Malzeme ve Metalurji Mühendisliği Malzeme Bilimi ; Seramik Malzemeler | asoydan[at]gtu.edu.tr | B3212391D175265D |
249983 | ![ALİGÜL BÜYÜKAKSOY](../authorimages/photo_m.jpg) | ![ORCID](../images/orcidFav.png) DOÇENTGEBZE TEKNİK ÜNİVERSİTESİ/MÜHENDİSLİK FAKÜLTESİ/MALZEME BİLİMİ VE MÜHENDİSLİĞİ BÖLÜMÜ/ELEKTRONİK MALZEMELER ANABİLİM DALI/ Mühendislik Temel Alanı Malzeme ve Metalurji Mühendisliği Seramik Malzemeler ; Nanomalzemeler ; Malzeme Bilimi | aligul[at]gtu.edu.tr | B1F857C3E7F54E96 |
60531 | ![AYŞE SÖNMEZ](../authorimages/photo_w.jpg) | ![ORCID](../images/orcidFav.png) DOÇENTGEBZE TEKNİK ÜNİVERSİTESİ/TEMEL BİLİMLER FAKÜLTESİ/MATEMATİK BÖLÜMÜ/TOPOLOJİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Matematik Topoloji | | 8EBE852879E28ED9 |
175958 | ![AYŞENUR BUDAK](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) DOÇENTGEBZE TEKNİK ÜNİVERSİTESİ/MÜHENDİSLİK FAKÜLTESİ/ENDÜSTRİ MÜHENDİSLİĞİ BÖLÜMÜ/ENDÜSTRİ MÜHENDİSLİĞİ ANABİLİM DALI/ Mühendislik Temel Alanı Endüstri Mühendisliği Tedarik Zinciri ve Lojistik Yönetimi ; Çok kriterli Karar verme ; Karar Destek Sistemleri | | C0B2082FCCCC6250 |
112205 | ![AYTEN KOÇ](../authorimages/photo_w.jpg) | ![ORCID](../images/orcidFav.png) DOÇENTGEBZE TEKNİK ÜNİVERSİTESİ/TEMEL BİLİMLER FAKÜLTESİ/MATEMATİK BÖLÜMÜ/CEBİR VE SAYILAR TEORİSİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Matematik Cebir ve Sayılar Teorisi | aytenkoc[at]gtu.edu.tr | CD9888AEB1F9033A |
60298 | ![BAHADIR ERGÜN](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) DOÇENTGEBZE TEKNİK ÜNİVERSİTESİ/MÜHENDİSLİK FAKÜLTESİ/HARİTA MÜHENDİSLİĞİ BÖLÜMÜ/JEODEZİ ANABİLİM DALI/ Mühendislik Temel Alanı Harita Mühendisliği Fotogrametri ; Ölçme Tekniği ; Kartografya | bergun[at]gtu.edu.tr | 09DC95BE5219B9A7 |
189645 | ![BURAK AYDOĞAN](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) DOÇENTGEBZE TEKNİK ÜNİVERSİTESİ/MÜHENDİSLİK FAKÜLTESİ/İNŞAAT MÜHENDİSLİĞİ BÖLÜMÜ/HİDROLİK ANABİLİM DALI/ Mühendislik Temel Alanı İnşaat Mühendisliği Kıyı Bilimleri ve Mühendisliği ; Hidromekanik ; Sayısal Modelleme | baydogan[at]gtu.edu.tr | C8EF4104E04CA00F |
132456 | ![BURCU BULUT GÜRPINAR AYDIN](../authorimages/photo_w.jpg) | ![ORCID](../images/orcidFav.png) DOÇENTGEBZE TEKNİK ÜNİVERSİTESİ/İŞLETME FAKÜLTESİ/STRATEJİ BİLİMİ BÖLÜMÜ/MİLLİ GÜVENLİK STRATEJİLERİ ANABİLİM DALI/ Sosyal-Beşeri ve İdari Bilimler Temel Alanı Uluslararası İlişkiler Türk Dış Politikası ; Uluslararası Güvenlik ; Uluslararası Siyaset | Bgurpinar[at]gtu.edu.tr | 0BEB56328930C288 |
41294 | ![BÜŞRA ÖZDENİZCİ KÖSE](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) DOÇENTGEBZE TEKNİK ÜNİVERSİTESİ/İŞLETME FAKÜLTESİ/YÖNETİM BİLİŞİM SİSTEMLERİ BÖLÜMÜ/YÖNETİM BİLİŞİM SİSTEMLERİ ANABİLİM DALI/ Sosyal-Beşeri ve İdari Bilimler Temel Alanı Yönetim Bilişim Sistemleri Bilişim Sistemleri ve Teknolojileri ; Sistem Analizi- Tasarım ve Geliştirme ; Dijital Dönüşüm | busraozdenizci[at]gtu.edu.tr | 51BE3267712C5467 |
22153 | ![CAHİDE NUR AYDIN İPEKÇİ](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) DOÇENTGEBZE TEKNİK ÜNİVERSİTESİ/MİMARLIK FAKÜLTESİ/MİMARLIK BÖLÜMÜ/YAPI BİLGİSİ ANABİLİM DALI/ Mimarlık-Planlama-Tasarım Mimarlık Mimarlıkta Malzeme ve Teknoloji ; Mimarlıkta Yapı ve Yapım Teknolojileri/ Sistemleri | caipekci[at]gtu.edu.tr | AE3F716892060715 |
53147 | ![ÇİĞDEM BALÇIK](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) DOÇENTGEBZE TEKNİK ÜNİVERSİTESİ/MÜHENDİSLİK FAKÜLTESİ/ÇEVRE MÜHENDİSLİĞİ BÖLÜMÜ/SU KİRLİLİĞİ VE ATIKSU KONTROL TEKNOLOJİSİ ANABİLİM DALI/ Mühendislik Temel Alanı Çevre Bilimleri ve Mühendisliği Su ve atıksu arıtma | cigdembalcik[at]gtu.edu.tr | C5CC00B634091A20 |