2032 | ![AHMET TALAT SAYGAÇ](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRİSTANBUL ÜNİVERSİTESİ/FEN FAKÜLTESİ/ASTRONOMİ VE UZAY BİLİMLERİ BÖLÜMÜ/GENEL ASTRONOMİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Fizik Astronomi- Astrofizik ve Uzay Bilimleri ; Spektroskopi ; Genel Fizik | saygac[at]istanbul.edu.tr | ECCB3C7BD2F59C32 |
106985 | ![ALİ KARAGÖZ](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRİSTANBUL ÜNİVERSİTESİ/FEN FAKÜLTESİ/MOLEKÜLER BİYOLOJİ VE GENETİK BÖLÜMÜ/MOLEKÜLER BİYOLOJİ VE GENETİK ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Moleküler Biyoloji ve Genetik Moleküler Biyoloji | sanicula[at]istanbul.edu.tr | FF1ED77C3E0AA069 |
176540 | ![ALİYE ARAS](../authorimages/photo_w.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRİSTANBUL ÜNİVERSİTESİ/FEN FAKÜLTESİ/BİYOLOJİ BÖLÜMÜ/BOTANİK ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Biyoloji | aaras[at]istanbul.edu.tr | 3903D56DAC1A711D |
15560 | ![AMAÇ FATİH TUYUN](../authorimages/photo_m.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRİSTANBUL ÜNİVERSİTESİ/FEN FAKÜLTESİ/KİMYA BÖLÜMÜ/ORGANİK KİMYA ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Kimya Organik Kimya ; Farmasötik Kimya | | B2A63A99AF40D59C |
175748 | ![AYBERK YILMAZ](../authorimages/photo_m.jpg) | PROFESÖRİSTANBUL ÜNİVERSİTESİ/FEN FAKÜLTESİ/FİZİK BÖLÜMÜ/YÜKSEK ENERJİ VE PLAZMA FİZİĞİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Fizik Atom- Molekül ve Lazer Fiziği ; Spektroskopi | ayberk[at]istanbul.edu.tr | 44F03D3A1BB59B67 |
108291 | ![AYŞE EROL](../authorimages/photo_w.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRİSTANBUL ÜNİVERSİTESİ/FEN FAKÜLTESİ/FİZİK BÖLÜMÜ/KATIHAL FİZİĞİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Fizik Yarı İletkenler ; Yoğun Madde Fiziği ; Optoelektronik | ayseerol[at]istanbul.edu.tr | 81DC1B1365CC22CA |
55580 | ![AYŞEGÜL MÜLAYİM](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRİSTANBUL ÜNİVERSİTESİ/FEN FAKÜLTESİ/BİYOLOJİ BÖLÜMÜ/HİDROBİYOLOJİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Biyoloji Hidrobiyoloji | aysegulm[at]istanbul.edu.tr | 5FEAFA3DF8BBD9F0 |
110745 | ![AYŞEN ÖZEL](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRİSTANBUL ÜNİVERSİTESİ/FEN FAKÜLTESİ/FİZİK BÖLÜMÜ/ATOM VE MOLEKÜL FİZİĞİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Fizik Spektroskopi ; Atom- Molekül ve Lazer Fiziği | aozel[at]istanbul.edu.tr | 41682D8D0E86FB53 |
49933 | ![AYTEN KİMİRAN](../authorimages/photo_w.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRİSTANBUL ÜNİVERSİTESİ/FEN FAKÜLTESİ/BİYOLOJİ BÖLÜMÜ/TEMEL VE ENDÜSTRİYEL MİKROBİYOLOJİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Biyoloji Bakteriyoloji ; Mikrobiyoloji | kimiran[at]istanbul.edu.tr | 9666759CCB4D3DE7 |
144202 | ![AYTEN PEKİN](../authorimages/photo_w.jpg) | PROFESÖRİSTANBUL ÜNİVERSİTESİ/FEN FAKÜLTESİ/MATEMATİK BÖLÜMÜ/CEBİR VE SAYILAR TEORİSİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Matematik Cebir ve Sayılar Teorisi | aypekin[at]istanbul.edu.tr | 8BCD32AF0101AE21 |
252006 | ![AYTÜL ADIGÜZEL](../authorimages/photo_w.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRİSTANBUL ÜNİVERSİTESİ/FEN FAKÜLTESİ/FİZİK BÖLÜMÜ/YÜKSEK ENERJİ VE PLAZMA FİZİĞİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Fizik Yüksek Enerji ve Parçacık Fiziği ; Hızlandırıcı Dedektör Fiziği | aytul.adiguzel[at]istanbul.edu.tr | CEA27EA433A9D799 |
32075 | ![AZMİ ALİ ALTINTAŞ](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRİSTANBUL ÜNİVERSİTESİ/FEN FAKÜLTESİ/FİZİK BÖLÜMÜ/GENEL FİZİK ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Fizik Kuantum Bilgi Kuramı ; Matematiksel Fizik ; Genel Fizik | azmi.altintas[at]istanbul.edu.tr | D87412D04DBB277B |
56893 | ![BAHRİYE PELİN ARDA](../authorimages/photo_w.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRİSTANBUL ÜNİVERSİTESİ/FEN FAKÜLTESİ/BİYOLOJİ BÖLÜMÜ/MOLEKÜLER BİYOLOJİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Biyoloji Hücre Biyolojisi ; Moleküler Biyoloji | parda[at]istanbul.edu.tr | 93DD66AEB78B1CD1 |
5663 | ![BAKİ AKKUŞ](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRİSTANBUL ÜNİVERSİTESİ/FEN FAKÜLTESİ/FİZİK BÖLÜMÜ/NÜKLEER FİZİK ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Fizik Nükleer Fizik ; Hızlandırıcı Dedektör Fiziği ; Spektroskopi | akkus[at]istanbul.edu.tr | D2F414118A39A9FA |
52458 | ![BAYRAM DEMİR](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRİSTANBUL ÜNİVERSİTESİ/FEN FAKÜLTESİ/FİZİK BÖLÜMÜ/NÜKLEER FİZİK ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Fizik Medikal Fizik ; Nükleer Fizik ; Radyofizik | baybay[at]istanbul.edu.tr | 272DD53FC9BA6AA9 |
117321 | ![BEDİA PALABIYIK](../authorimages/photo_w.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRİSTANBUL ÜNİVERSİTESİ/FEN FAKÜLTESİ/MOLEKÜLER BİYOLOJİ VE GENETİK BÖLÜMÜ/MOLEKÜLER BİYOLOJİ VE GENETİK ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Moleküler Biyoloji ve Genetik | bediag[at]istanbul.edu.tr | 90B003518C6C02AB |
45931 | ![ÇİĞDEM EROL](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRİSTANBUL ÜNİVERSİTESİ/FEN FAKÜLTESİ/BİLGİSAYAR BİLİMLERİ BÖLÜMÜ/BİLGİSAYAR BİLİMLERİ ANABİLİM DALI/ Sosyal-Beşeri ve İdari Bilimler Temel Alanı Yönetim Bilişim Sistemleri Veri Bilimi ve Analitiği ; Yapay Zekâ Teknolojileri ve Yönetimi ; Karar Destek Sistemleri | cigdems[at]istanbul.edu.tr | 9C106829FE31DC7C |
118131 | ![DENİZ ULUTAŞ](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRİSTANBUL ÜNİVERSİTESİ/FEN FAKÜLTESİ/FİZİK BÖLÜMÜ/GENEL FİZİK ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Fizik Genel Fizik ; Malzeme Fiziği ; Spektroskopi | | A4C9CCA8626B7EDC |
115712 | ![EBRU GÜREL GÜREVİN](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRİSTANBUL ÜNİVERSİTESİ/FEN FAKÜLTESİ/BİYOLOJİ BÖLÜMÜ/ZOOLOJİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Biyoloji Hayvan Fizyolojisi-Ekofizyolojisi ; Hücre Biyolojisi | egurel[at]istanbul.edu.tr | DCCB85988090ECD9 |
175747 | ![EKREM AYDINER](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRİSTANBUL ÜNİVERSİTESİ/FEN FAKÜLTESİ/FİZİK BÖLÜMÜ/YÜKSEK ENERJİ VE PLAZMA FİZİĞİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Fizik Yüksek Enerji ve Parçacık Fiziği ; Yoğun Madde Fiziği ; Matematiksel Fizik | ekrem.aydiner[at]istanbul.edu.tr | 574D2C3F90E16EF8 |