18924 | ![ABDURRAHMAN ŞENGÜL](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRZONGULDAK BÜLENT ECEVİT ÜNİVERSİTESİ/FEN FAKÜLTESİ/KİMYA BÖLÜMÜ/ANORGANİK KİMYA ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Kimya Anorganik Kimya ; Spektroskopi | sengul[at]beun.edu.tr | 46038F66F795CFFC |
26787 | ![BURAK ÇOBAN](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRZONGULDAK BÜLENT ECEVİT ÜNİVERSİTESİ/FEN FAKÜLTESİ/KİMYA BÖLÜMÜ/BİYOKİMYA ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Kimya Biyokimya ; Teorik Kimya | burakcoban[at]yahoo.com | 207F6B98D141A01F |
14811 | ![ENDER BÜYÜKGÜZEL](../authorimages/photo_w.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRZONGULDAK BÜLENT ECEVİT ÜNİVERSİTESİ/FEN FAKÜLTESİ/MOLEKÜLER BİYOLOJİ VE GENETİK BÖLÜMÜ/MOLEKÜLER BİYOLOJİ VE GENETİK ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Biyoloji Hayvan Fizyolojisi-Ekofizyolojisi ; Moleküler Biyoloji ; Hücre Biyolojisi | endericen[at]hotmail.com | F3ABE732F4B7BAC5 |
24204 | ![ERSÖZ GONCA](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRZONGULDAK BÜLENT ECEVİT ÜNİVERSİTESİ/FEN FAKÜLTESİ/BİYOLOJİ BÖLÜMÜ/GENEL BİYOLOJİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Biyoloji Hayvan Fizyolojisi-Ekofizyolojisi | ersozgonca67[at]hotmail.com | 7E338B400C52D1F4 |
37069 | ![FİKRET GÖLGELEYEN](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRZONGULDAK BÜLENT ECEVİT ÜNİVERSİTESİ/FEN FAKÜLTESİ/MATEMATİK BÖLÜMÜ/UYGULAMALI MATEMATİK ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Matematik Uygulamalı Matematik | f.golgeleyen[at]beun.edu.tr | FBCF9D3F0C126A4C |
18515 | ![HASAN ÇABUK](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRZONGULDAK BÜLENT ECEVİT ÜNİVERSİTESİ/FEN FAKÜLTESİ/KİMYA BÖLÜMÜ/ANALİTİK KİMYA ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Kimya Analitik Kimya ; Kromatografi | cabukhasan[at]hotmail.com | 64D2E5A6924B9155 |
22017 | ![HATİCE ÇÖLGEÇEN](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRZONGULDAK BÜLENT ECEVİT ÜNİVERSİTESİ/FEN FAKÜLTESİ/BİYOLOJİ BÖLÜMÜ/BOTANİK ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Biyoloji Bitki Morfolojisi ve Anatomisi | haticecolgecen[at]hotmail.com | 452E5BD1772F347E |
32331 | ![HAYDAR ARSLAN](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRZONGULDAK BÜLENT ECEVİT ÜNİVERSİTESİ/FEN FAKÜLTESİ/FİZİK BÖLÜMÜ/GENEL FİZİK ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Fizik Genel Fizik ; Atom- Molekül ve Lazer Fiziği ; Nanoteknoloji | h.arslan[at]beun.edu.tr | FAE70AFCE9E83099 |
26358 | ![HÜLYA ARSLAN](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRZONGULDAK BÜLENT ECEVİT ÜNİVERSİTESİ/FEN FAKÜLTESİ/KİMYA BÖLÜMÜ/FİZİKOKİMYA ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Kimya Fiziksel Kimya ; Polimer Bilimi ; Nanoteknoloji | hulars[at]yahoo.com | 35D1D5A28075485D |
25795 | ![KADİR DEMİR](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRZONGULDAK BÜLENT ECEVİT ÜNİVERSİTESİ/FEN FAKÜLTESİ/FİZİK BÖLÜMÜ/ATOM VE MOLEKÜL FİZİĞİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Fizik Atom- Molekül ve Lazer Fiziği | kadirdemir[at]beun.edu.tr | 92C3D9A797BBF3EC |
36135 | ![KEMAL BÜYÜKGÜZEL](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRZONGULDAK BÜLENT ECEVİT ÜNİVERSİTESİ/FEN FAKÜLTESİ/BİYOLOJİ BÖLÜMÜ/ZOOLOJİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Biyoloji Hayvan Fizyolojisi-Ekofizyolojisi ; Biyokimya ; Moleküler Biyoloji | buyukguzelk[at]hotmail.com | CFFE7E5743CEE0C5 |
11673 | ![MAHMUT KÖSE](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRZONGULDAK BÜLENT ECEVİT ÜNİVERSİTESİ/FEN FAKÜLTESİ/KİMYA BÖLÜMÜ/ORGANİK KİMYA ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Kimya Organik Kimya ; Spektroskopi | | 5A76B941E38789CD |
22974 | ![MEHMET HALUK GÜVEN](../authorimages/photo_m.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRZONGULDAK BÜLENT ECEVİT ÜNİVERSİTESİ/FEN FAKÜLTESİ/FİZİK BÖLÜMÜ/GENEL FİZİK ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Fizik Genel Fizik ; Atom- Molekül ve Lazer Fiziği ; Optoelektronik | haluk_guven[at]yahoo.com | AD345D8ED47B4E44 |
26478 | ![MUHAMMET ÖREN](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRZONGULDAK BÜLENT ECEVİT ÜNİVERSİTESİ/FEN FAKÜLTESİ/BİYOLOJİ BÖLÜMÜ/BOTANİK ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Biyoloji Tohumsuz Bitkiler Sistematiği ; Bitki Sistematiği ; Ekoloji | muhammetoren[at]hotmail.com | 1B554F3537C0303C |
22031 | ![MUSTAFA SÖZEN](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRZONGULDAK BÜLENT ECEVİT ÜNİVERSİTESİ/FEN FAKÜLTESİ/BİYOLOJİ BÖLÜMÜ/ZOOLOJİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Biyoloji Hayvan Sistematiği ; Ekoloji ; Davranış Biyolojisi | spalaxtr[at]hotmail.com | 3EB22C8481742E81 |
25781 | ![ÖZDEN ÖZEL GÜVEN](../authorimages/photo_w.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRZONGULDAK BÜLENT ECEVİT ÜNİVERSİTESİ/FEN FAKÜLTESİ/KİMYA BÖLÜMÜ/ORGANİK KİMYA ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Kimya Organik Kimya ; Spektroskopi | | DC96D4F2264B3BCF |
29990 | ![RIDVAN BALDIK](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRZONGULDAK BÜLENT ECEVİT ÜNİVERSİTESİ/FEN FAKÜLTESİ/FİZİK BÖLÜMÜ/NÜKLEER FİZİK ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Fizik Nükleer Fizik | rbaldik[at]gmail.com | 89700E770F32FF11 |
28893 | ![SEYHUN KESİM](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRZONGULDAK BÜLENT ECEVİT ÜNİVERSİTESİ/FEN FAKÜLTESİ/MATEMATİK BÖLÜMÜ/CEBİR VE SAYILAR TEORİSİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Matematik Cebir ve Sayılar Teorisi | seyhun.kesim[at]beun.edu.tr | 39E8CD96515402AF |
32465 | ![TÜRKAN KOPAÇ](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRZONGULDAK BÜLENT ECEVİT ÜNİVERSİTESİ/FEN FAKÜLTESİ/KİMYA BÖLÜMÜ/FİZİKOKİMYA ANABİLİM DALI/ Mühendislik Temel Alanı Kimya Mühendisliği Adsorpsiyonlu Süreçler ; Nanoteknoloji ; Katalizörler ve Katalitik Tepkimeler | turkankopac[at]yahoo.com | ECD80B9D667572FB |
26427 | ![YUSUF KAYA](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRZONGULDAK BÜLENT ECEVİT ÜNİVERSİTESİ/FEN FAKÜLTESİ/MATEMATİK BÖLÜMÜ/GEOMETRİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Matematik Geometri ; Topoloji | yusufkaya69[at]gmail.com | 4651FB92DF291625 |