56677 | ![İLKAY ÖZTÜRK](../authorimages/photo_w.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRAMASYA ÜNİVERSİTESİ/FEN-EDEBİYAT FAKÜLTESİ/BİYOLOJİ BÖLÜMÜ/BİYOLOJİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Biyoloji Bitki Morfolojisi ve Anatomisi | ilkay.cali[at]amasya.edu.tr | FBFEE8794B6D1815 |
7589 | ![LÜTFİ BEHÇET](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRBİNGÖL ÜNİVERSİTESİ/FEN-EDEBİYAT FAKÜLTESİ/MOLEKÜLER BİYOLOJİ VE GENETİK BÖLÜMÜ/BİYOTEKNOLOJİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Biyoloji Bitki Sistematiği ; Ekoloji ; Bitki Morfolojisi ve Anatomisi | lbehcet2000[at]yahoo.com | B2F7549088BF512C |
38150 | ![RIDVAN POLAT](../authorimages/photo_m.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRBİNGÖL ÜNİVERSİTESİ/ZİRAAT FAKÜLTESİ/PEYZAJ MİMARLIĞI BÖLÜMÜ/PEYZAJ MİMARLIĞI ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Biyoloji Bitki Morfolojisi ve Anatomisi ; Bitki Sistematiği ; Ekoloji | rpolat[at]bingol.edu.tr | 85568E01C6E62ACB |
11868 | ![HALİL ÇAKAN](../authorimages/photo_m.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRÇUKUROVA ÜNİVERSİTESİ/FEN-EDEBİYAT FAKÜLTESİ/BİYOLOJİ BÖLÜMÜ/BOTANİK ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Biyoloji Ekoloji ; Bitki Morfolojisi ve Anatomisi ; Bitki Sistematiği | hcakan[at]cu.edu.tr | 04AE064D0DD5A906 |
52486 | ![EKREM AKÇİÇEK](../authorimages/photo_m.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRKÜTAHYA DUMLUPINAR ÜNİVERSİTESİ/EĞİTİM FAKÜLTESİ/MATEMATİK VE FEN BİLİMLERİ EĞİTİMİ BÖLÜMÜ/FEN BİLGİSİ EĞİTİMİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Biyoloji Bitki Sistematiği ; Bitki Morfolojisi ve Anatomisi ; Ekoloji | ekrem.akcicek[at]dpu.edu.tr | 5B2BEE1850B6ECCD |
2770 | ![ERGİN HAMZAOĞLU](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRGAZİ ÜNİVERSİTESİ/GAZİ EĞİTİM FAKÜLTESİ/MATEMATİK VE FEN BİLİMLERİ EĞİTİMİ BÖLÜMÜ/FEN BİLGİSİ EĞİTİMİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Biyoloji Bitki Sistematiği ; Ekoloji ; Bitki Morfolojisi ve Anatomisi | erginhamzaoglu[at]gazi.edu.tr | AEDD54B26541182B |
116365 | ![EMEL YİĞİT](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRİNÖNÜ ÜNİVERSİTESİ/FEN-EDEBİYAT FAKÜLTESİ/BİYOLOJİ BÖLÜMÜ/BOTANİK ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Biyoloji Bitki Fizyolojisi ; Bitki Morfolojisi ve Anatomisi | emel.yigit[at]inonu.edu.tr | 3F7E88DEC1F28632 |
23339 | ![HASAN GENÇ](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRBURDUR MEHMET AKİF ERSOY ÜNİVERSİTESİ/EĞİTİM FAKÜLTESİ/MATEMATİK VE FEN BİLİMLERİ EĞİTİMİ BÖLÜMÜ/FEN BİLGİSİ EĞİTİMİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Biyoloji Bitki Sistematiği ; Bitki Morfolojisi ve Anatomisi | hagetr[at]yahoo.com | 8761978B84EF1E2B |
16218 | ![ÖZNUR ERGEN AKÇİN](../authorimages/photo_w.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRORDU ÜNİVERSİTESİ/FEN-EDEBİYAT FAKÜLTESİ/MOLEKÜLER BİYOLOJİ VE GENETİK BÖLÜMÜ/BOTANİK ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Biyoloji Bitki Morfolojisi ve Anatomisi ; Bitki Sistematiği | oakcin[at]gmail.com | 0BCEF9F4004142BD |
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 |
108389 | ![OSMAN TUGAY](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRSELÇUK ÜNİVERSİTESİ/ECZACILIK FAKÜLTESİ/ECZACILIK MESLEK BİLİMLERİ BÖLÜMÜ/FARMASÖTİK BOTANİK ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Biyoloji Bitki Sistematiği ; Bitki Morfolojisi ve Anatomisi | otugay[at]selcuk.edu.tr | 6BDF4238FB36BA1B |
6936 | ![MUHİTTİN DİNÇ](../authorimages/photo_m.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRNECMETTİN ERBAKAN ÜNİVERSİTESİ/AHMET KELEŞOĞLU EĞİTİM FAKÜLTESİ/MATEMATİK VE FEN BİLİMLERİ EĞİTİMİ BÖLÜMÜ/BİYOLOJİ EĞİTİMİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Biyoloji Bitki Sistematiği ; Bitki Morfolojisi ve Anatomisi | muhdinc[at]yahoo.com | D8A93BB19413380B |
2179 | ![KUDDİSİ ERTUĞRUL](../authorimages/photo_m.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRSELÇUK ÜNİVERSİTESİ/FEN FAKÜLTESİ/BİYOLOJİ BÖLÜMÜ/BOTANİK ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Biyoloji Bitki Sistematiği ; Bitki Morfolojisi ve Anatomisi | ekuddisi[at]selcuk.edu.tr | 04A8BA88A8DCF111 |
141948 | ![YAVUZ BAĞCI](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRSELÇUK ÜNİVERSİTESİ/ECZACILIK FAKÜLTESİ/ECZACILIK MESLEK BİLİMLERİ BÖLÜMÜ/FARMASÖTİK BOTANİK ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Biyoloji Bitki Sistematiği ; Bitki Morfolojisi ve Anatomisi ; Ekoloji | ybagci[at]selcuk.edu.tr | DCE29191528B2EE6 |
30300 | ![ÖMER KILIÇ](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRADIYAMAN ÜNİVERSİTESİ/ECZACILIK FAKÜLTESİ/ECZACILIK MESLEK BİLİMLERİ BÖLÜMÜ/FARMASÖTİK BOTANİK ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Biyoloji Bitki Sistematiği ; Bitki Morfolojisi ve Anatomisi ; Ekoloji | omerkilic77[at]gmail.com | 29CE51FD4D956DB7 |
46544 | ![ERSİN KARABACAK](../authorimages/photo_m.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRÇANAKKALE ONSEKİZ MART ÜNİVERSİTESİ/FEN FAKÜLTESİ/BİYOLOJİ BÖLÜMÜ/BOTANİK ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Biyoloji Bitki Sistematiği ; Bitki Morfolojisi ve Anatomisi | krbersin[at]comu.edu.tr | 0B6BFF6D8E36027F |
4185 | ![AHMET HARUN EVREN](../authorimages/photo_m.jpg) | PROFESÖRFIRAT ÜNİVERSİTESİ/FEN FAKÜLTESİ/BİYOLOJİ BÖLÜMÜ/BOTANİK ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Biyoloji Ekoloji ; Bitki Sistematiği ; Bitki Morfolojisi ve Anatomisi | | 79A79CC56732D766 |
5943 | ![ŞEMSETTİN CİVELEK](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRFIRAT ÜNİVERSİTESİ/FEN FAKÜLTESİ/BİYOLOJİ BÖLÜMÜ/BOTANİK ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Biyoloji Bitki Sistematiği ; Bitki Morfolojisi ve Anatomisi | scivelek2381[at]gmail.com | 7A0D8C3BD5D13D10 |
3390 | ![EYÜP BAĞCI](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRFIRAT ÜNİVERSİTESİ/FEN FAKÜLTESİ/BİYOLOJİ BÖLÜMÜ/BOTANİK ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Biyoloji Bitki Sistematiği ; Bitki Morfolojisi ve Anatomisi | ebagci[at]firat.edu.tr | 25E40B45180D498B |
2521 | ![ÖMER VAROL](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRMUĞLA SITKI KOÇMAN ÜNİVERSİTESİ/FEN FAKÜLTESİ/BİYOLOJİ BÖLÜMÜ/EKOLOJİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Biyoloji Ekoloji ; Bitki Sistematiği ; Bitki Morfolojisi ve Anatomisi | ovarol[at]mu.edu.tr | 734520A7ADDD9B21 |