152641 | ![ABDULLAH AYAYDIN](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRTRABZON ÜNİVERSİTESİ/FATİH EĞİTİM FAKÜLTESİ/GÜZEL SANATLAR EĞİTİMİ BÖLÜMÜ/RESİM-İŞ EĞİTİMİ ANABİLİM DALI/ Güzel Sanatlar Temel Alanı Plastik Sanatlar Resim ; Heykel | ayaydin2011[at]hotmail.com | 0C919152EA7C61A4 |
3835 | ![ADNAN BAKİ](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRTRABZON ÜNİVERSİTESİ/FATİH EĞİTİM FAKÜLTESİ/MATEMATİK VE FEN BİLİMLERİ EĞİTİMİ BÖLÜMÜ/MATEMATİK EĞİTİMİ ANABİLİM DALI/ Eğitim Bilimleri Temel Alanı Matematik Eğitimi Matematik Eğitimi | abaki[at]trabzon.edu.tr | A05C3592FAF8B2C0 |
5859 | ![AHMET ZEKİ SAKA](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRTRABZON ÜNİVERSİTESİ/FATİH EĞİTİM FAKÜLTESİ/MATEMATİK VE FEN BİLİMLERİ EĞİTİMİ BÖLÜMÜ/FİZİK EĞİTİMİ ANABİLİM DALI/ Eğitim Bilimleri Temel Alanı Fen Bilgisi Eğitimi Fen Bilgisi Eğitimi | azsaka[at]trabzon.edu.tr | A085944B710D17A7 |
4508 | ![ALİ RIZA AKDENİZ](../authorimages/photo_m.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRTRABZON ÜNİVERSİTESİ/FATİH EĞİTİM FAKÜLTESİ/MATEMATİK VE FEN BİLİMLERİ EĞİTİMİ BÖLÜMÜ/FİZİK EĞİTİMİ ANABİLİM DALI/ Eğitim Bilimleri Temel Alanı Fizik Eğitimi Fizik Eğitimi | | B53D429CBBEA626A |
110263 | ![ARZU SAKA](../authorimages/photo_w.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRTRABZON ÜNİVERSİTESİ/FATİH EĞİTİM FAKÜLTESİ/MATEMATİK VE FEN BİLİMLERİ EĞİTİMİ BÖLÜMÜ/FEN BİLGİSİ EĞİTİMİ ANABİLİM DALI/ Eğitim Bilimleri Temel Alanı Matematik ve Fen Bilimleri Eğitimi | asaka[at]trabzon.edu.tr | A18232DB269B26AD |
119174 | ![ATİLLA ÇİMER](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRTRABZON ÜNİVERSİTESİ/FATİH EĞİTİM FAKÜLTESİ/MATEMATİK VE FEN BİLİMLERİ EĞİTİMİ BÖLÜMÜ/BİYOLOJİ EĞİTİMİ ANABİLİM DALI/ Eğitim Bilimleri Temel Alanı Biyoloji Eğitimi Biyoloji Eğitimi | acimer[at]trabzon.edu.tr | FBCB882BF54F8B15 |
57811 | ![AYŞEGÜL SAĞLAM ARSLAN](../authorimages/photo_w.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRTRABZON ÜNİVERSİTESİ/FATİH EĞİTİM FAKÜLTESİ/MATEMATİK VE FEN BİLİMLERİ EĞİTİMİ BÖLÜMÜ/FİZİK EĞİTİMİ ANABİLİM DALI/ Eğitim Bilimleri Temel Alanı Fen Bilgisi Eğitimi Fen Bilgisi Eğitimi | asaglam-arslan[at]trabzon.edu.tr | 9EA1B3B520B64B9C |
153384 | ![AYŞEGÜL ŞEYİHOĞLU](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRTRABZON ÜNİVERSİTESİ/FATİH EĞİTİM FAKÜLTESİ/TÜRKÇE VE SOSYAL BİLİMLER EĞİTİMİ BÖLÜMÜ/COĞRAFYA EĞİTİMİ ANABİLİM DALI/ Eğitim Bilimleri Temel Alanı Coğrafya Eğitimi Coğrafya Eğitimi | aseyihoglu[at]trabzon.edu.tr | 9CD66F5FA7FAD5D3 |
152676 | ![BİLAL KIRIMLI](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRTRABZON ÜNİVERSİTESİ/FATİH EĞİTİM FAKÜLTESİ/TÜRKÇE VE SOSYAL BİLİMLER EĞİTİMİ BÖLÜMÜ/TÜRKÇE EĞİTİMİ ANABİLİM DALI/ Filoloji Temel Alanı Yeni Türk Edebiyatı Türkiye Sahası Yeni Türk Edebiyatı | | 50CA0B4F3DA7D911 |
10166 | ![BÜLENT GÜVEN](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRTRABZON ÜNİVERSİTESİ/FATİH EĞİTİM FAKÜLTESİ/MATEMATİK VE FEN BİLİMLERİ EĞİTİMİ BÖLÜMÜ/MATEMATİK EĞİTİMİ ANABİLİM DALI/ Eğitim Bilimleri Temel Alanı Matematik Eğitimi Matematik Eğitimi | bguven[at]trabzon.edu.tr | 21666D2316A2A6C1 |
28066 | ![BÜLENT ŞAHİN](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRTRABZON ÜNİVERSİTESİ/FATİH EĞİTİM FAKÜLTESİ/MATEMATİK VE FEN BİLİMLERİ EĞİTİMİ BÖLÜMÜ/BİYOLOJİ EĞİTİMİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Biyoloji Hidrobiyoloji ; Limnoloji ; Tohumsuz Bitkiler Sistematiği | bsahin[at]trabzon.edu.tr | C06E3A2873699608 |
27411 | ![CAHİT AKSU](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRTRABZON ÜNİVERSİTESİ/FATİH EĞİTİM FAKÜLTESİ/GÜZEL SANATLAR EĞİTİMİ BÖLÜMÜ/MÜZİK EĞİTİMİ ANABİLİM DALI/ Eğitim Bilimleri Temel Alanı Müzik Eğitimi Müzik Eğitimi | | 8F29A688CC2A46A6 |
151305 | ![DERYA ÇELİK](../authorimages/photo_w.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRTRABZON ÜNİVERSİTESİ/FATİH EĞİTİM FAKÜLTESİ/MATEMATİK VE FEN BİLİMLERİ EĞİTİMİ BÖLÜMÜ/MATEMATİK EĞİTİMİ ANABİLİM DALI/ Eğitim Bilimleri Temel Alanı Temel Eğitim Matematik Eğitimi | deryacelik[at]trabzon.edu.tr | E9933D3E9B493602 |
151310 | ![DURMUŞ EKİZ](../authorimages/photo_m.jpg) | PROFESÖRTRABZON ÜNİVERSİTESİ/FATİH EĞİTİM FAKÜLTESİ/TEMEL EĞİTİM BÖLÜMÜ/SINIF EĞİTİMİ ANABİLİM DALI/ Eğitim Bilimleri Temel Alanı Eğitim Bilimleri Eğitim Programları ve Öğretim | | FC5A487C50E89E7F |
159591 | ![EBRU DEMİRCİOĞLU](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRTRABZON ÜNİVERSİTESİ/FATİH EĞİTİM FAKÜLTESİ/TÜRKÇE VE SOSYAL BİLİMLER EĞİTİMİ BÖLÜMÜ/SOSYAL BİLGİLER EĞİTİMİ ANABİLİM DALI/ Eğitim Bilimleri Temel Alanı Sosyal Bilgiler Eğitimi Sosyal Bilgiler Eğitimi | ebrudemircioglu[at]trabzon.edu.tr | D73E8401ABBE9317 |
151316 | ![EBRU GENÇTÜRK GÜVEN](../authorimages/photo_w.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRTRABZON ÜNİVERSİTESİ/FATİH EĞİTİM FAKÜLTESİ/TÜRKÇE VE SOSYAL BİLİMLER EĞİTİMİ BÖLÜMÜ/SOSYAL BİLGİLER EĞİTİMİ ANABİLİM DALI/ Eğitim Bilimleri Temel Alanı Sosyal Bilgiler Eğitimi Sosyal Bilgiler Eğitimi | egencturk[at]trabzon.edu.tr | 35B57991D96FD16C |
25660 | ![ERHAN DURUKAN](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRTRABZON ÜNİVERSİTESİ/FATİH EĞİTİM FAKÜLTESİ/TÜRKÇE VE SOSYAL BİLİMLER EĞİTİMİ BÖLÜMÜ/TÜRKÇE EĞİTİMİ ANABİLİM DALI/ Eğitim Bilimleri Temel Alanı Türkçe Eğitimi Türkçe Eğitimi | edurukan[at]trabzon.edu.tr | 67A6EEF39C3EB7DB |
5500 | ![ERTUĞRUL SESLİ](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRTRABZON ÜNİVERSİTESİ/FATİH EĞİTİM FAKÜLTESİ/MATEMATİK VE FEN BİLİMLERİ EĞİTİMİ BÖLÜMÜ/BİYOLOJİ EĞİTİMİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Biyoloji Mantar Sistematiği ; Mikoloji ; Bitki Sistematiği | ertugrulsesli[at]yahoo.com | FC5CCDB98F7A15D3 |
202337 | ![FAİK ÖZGÜR KARATAŞ](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRTRABZON ÜNİVERSİTESİ/FATİH EĞİTİM FAKÜLTESİ/MATEMATİK VE FEN BİLİMLERİ EĞİTİMİ BÖLÜMÜ/KİMYA EĞİTİMİ ANABİLİM DALI/ Eğitim Bilimleri Temel Alanı Kimya Eğitimi | fokaratas[at]trabzon.edu.tr | 8C09897DFAF567ED |
11120 | ![GÖKHAN DEMİRCİOĞLU](../authorimages/photo_m.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRTRABZON ÜNİVERSİTESİ/FATİH EĞİTİM FAKÜLTESİ/MATEMATİK VE FEN BİLİMLERİ EĞİTİMİ BÖLÜMÜ/KİMYA EĞİTİMİ ANABİLİM DALI/ Eğitim Bilimleri Temel Alanı Kimya Eğitimi Kimya Eğitimi | gdemir[at]trabzon.edu.tr | E1217D17F812B12E |