30300 | ![ÖMER 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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 |
117757 | ![MUSTAFA KARGIOĞLU](../authorimages/photo_m.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRAFYON KOCATEPE ÜNİVERSİTESİ/FEN-EDEBİYAT FAKÜLTESİ/MOLEKÜLER BİYOLOJİ VE GENETİK BÖLÜMÜ/MOLEKÜLER BİYOLOJİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Biyoloji Bitki Sistematiği ; Ekoloji | kargi[at]aku.edu.tr | 24D8888A451D771F |
30328 | ![KADRİYE URUÇ 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TFS9hx3EupRJqNrDuxtfefw5/pWprdwkmnWtg0kMQuGLs8nOwIpIJ9AScZ9vrXNw3Ma6kZJZkjPYs2Me+ak0yeeW/W2knlllKeUzMd4253OOegz39z68OMbPm7GFeV42W7OztYvsulWEAI8wyLwP8AdOTWZ4i0yKfXnaWMyXDmNAWc8gooHf6VpWzSXOqINqMsKlVIBzvbqp+iqp/4F3rC1DUEl1Od2m8wCRyjoc5x9zHtwPwrz4uTm2KvH3FFDdNeztJX820iuLc/fjldhnp/ECGHIHQjpRWe3mPGDExRSeTjOTj/APXRW8Iu2p00aXuI7C31G/00EWl3NEhOSiOQpPuOhrRtvGd7FI5njUSdPNh+Vu3UdPyFYjztGCVUN7HvVcsX/gw3U+mcY/Ku+7OLlTOuTxM9392VJCf4SMN+VXLPxXexSLbohl3kAQlN24+gHrXERWj3MgRI3aQkBVRSxPX0/wDrV0GmXkljbGKN2aU7kklKfMx6bAx5CrjBx1bcCSBgl3vclxSML4lWskeu2upiG2RpFVWiQ7wrpyA3Y/mehrmbyMSwxXURZlIJUnqVzgg9csMc+9eh6zZR3WkTQOgmnmQmP0Rh0bI9D/Ud68itdeuLI3FrdWqSKWPyKdrRyjjIPOemCPb65ycXN3XQKTdOTvs/zNRCGHXIqULWXHdxGNJ40ZInyGUjiNh1APcd/wAa0I5+AeooOpa6kywsTwM1bgRkPPFVknHbrU8VxzzUs0RddA8eDVK7dbe1IzjNTy3kcURZjgDvWRLvuEa+vGWGzUZQOPv+hx6fz47VKBvoZkpAnSVgQ6ncodMjIweQeox/9fiui8JRsFm1GWPfI52xL/ePJwM9vc/XNYEhuNUnHmyskRIG1j91evOOpOM49h6CutsEhZFijZEWMbVTnCr9cck4/lVValocvVnOqTnJyWyOr0XSZLmOazku1g8xPNlugm4hyTgKOMkY4BIwB7VC3wns2jbyvFCl8fKr2ZUZ+oc4/Ktu0iNvHJGu5WDbSCeoAGD+OSamkbb8oOceh6mqoU48ibWpnUm1I5iD4X6nGwEer6UQp4y0mf8A0CiuiM7RDnLN1xngUVq6cTRYuqlY8++0XEspkWVY1zkDapA+mQact9NDKC0qyZ7eUmP5Vy5vXA68emalhvHd8k/dHFcnvdz2+Wl0ivuH+IdQuZb6NkcZhO9VQBRn8O+DjNdHf+JI7OKKK3k3MkSHzCu0sCoIOOxOc/nXGxTCS7llfkLWdFctdXSLOWYNKqtkknYO34Dj8K6IK6s+h5mKS5lJLc9Hlv54yYGZllChZW3Ak5HT0wM4wPeuJ8SxQi4jkB/evkHj7wHr+g//AFVuyXbPL5rkEk/Njv2rA1qLzmM+77q8H1Hp+dZUnad2ZThzRdi14Zu45I5rCeMMpxLyuV7KSfQ/dH5dzV260x7Zt9oN8feEnke6n+hrD8OXws9SJaMOskZjYHuvBI/QflXZNGHUPbNuQjPls3P/AAEnr9DTq3jO6Ipv3TnI7mIsVLMrr95WGCv1Hall1G2tojI7swHZef8APetO7tbS/jaK5hUybcAuuHTuMdxzXMarYzaYVWO5ka3lY4BY9uefz/Q04NTdmVKbirkr6nNdvmO2LxD7oz8v1bjn6VVBknmDSuGnDdsAL+VUeXYknBJyWJz+feuu8L6dG+9rdLO9nI5WYr8i9yEb6gZx9MZNbTioq6MoTcn72xVtUWBcyMNx6kmrsN3tlJSQfg3Wres39lpMbW8llp09+4zsijAWPgY34x65AHbuM5rjllkklaWR8u3cAL+g4H4Vyqi5Xk9D1I4yKtCMdD3DRPGVnZ2Fva6k1uA5yyEsGYjuCAVbjaNrYHo1bs93oFwwMGp20cknzBWcKB7Aj5Tj0Gc+tfOsjSOwJlfgYHPSpBHdHGJS6A5we/61203CMEpbnmVaFSdRuC0PdrmGa3mMZABPQnvRVDw1qTa7oKW94IHubUKjGFj8yfwttIDKcfKc9cZGQaKm6Zm4OLszx3NSK+1HOe1MUZ70yVsQtg9eK5lue43ZESuVt5P9oYqG0l+yXEc4UNtPII6jof0NSlf3Cj1Oaa0fyj2rVNbHJOLZ18Qgv7JXhUb8fwYAIrJvbdiZIDHINwxtPUVkxXk1lGQuSoOcA4xW7Ya8ksAjOC+CNrcMev51lyNaoyT5XqjJsNPkttQilmXdFhs5ODyCvT6kV04ZW+ZX2/j0rOlu3kJTaY93HNXYbVXiBZs8c+9OT5nqZJcq0LJ1NokVJCkyKchZFDDP41g+Ib+zurEQJEIZFcSBlckNwRjBJwOT09q0L+2ENlMy8BUY1wpJY5JrWnBN3Mpu2g8Ee/505HKMroSrqcqwOCD6g1GP0qRELn0HrXQ2Zxi27IeC0jEkkknJPqfWrSJjOetNRNq4A/8Ar1YEW1OfvN1rCUrndSpcpCeV465xWxZoqQqGA5FZ4jG9FAzV1n2kY4rGbvodtFcrbZswW5xG0cm1kyVGMgEjGcHjpRVD7UVRcUVjZnbzRMnO1TUMuSqL3qRiDhe2eajHzXOP7orZHFLsSFeAPQU4ClxmnAUrlJEMqBkZcdRVNYwy7SM1pY71VZPmJq4sxqQu7iC8u4U8suHXtvGcfjUp1OcRhVjfd3YS8flim7Q64IpnlFT7VV0YuiK2q37QGLjBBU5A5BrPEEnsPxq/5ZPUU9YgTVKdtiPq19ylHbnPPNWki4yamEeKdtyamU7m0KCiEaZOSOlSD5nNAGBilHCMe9Z3OhRshsXzTZ9KkkOWNMt/vE/hQxyal7lLRE2f3YoqMn5ABRQimyoWyxPpx/n9KbbfMWfv0ooq3sYrWRZA704dcUUVmbCkZqJ0oopomSGYINSLgiiimyUOCDrQFFFFBVkL2oxiiigdhaH4jNFFLqD2GxH5GzSA0UUyegrtjAooooA//9k=) | ![ORCID](../images/orcidFav.png) PROFESÖRAĞRI İBRAHİM ÇEÇEN ÜNİVERSİTESİ/FEN-EDEBİYAT FAKÜLTESİ/MOLEKÜLER BİYOLOJİ VE GENETİK BÖLÜMÜ/MOLEKÜLER BİYOLOJİ VE GENETİK ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Biyoloji Ekoloji ; Bitki Fizyolojisi | kparlak[at]agri.edu.tr | 2A9498BBE4A40E2D |
3172 | ![AHMET AKSOY](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRAKDENİZ ÜNİVERSİTESİ/FEN FAKÜLTESİ/BİYOLOJİ BÖLÜMÜ/BOTANİK ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Biyoloji Ekoloji ; Bitki Sistematiği ; Bitki Fizyolojisi | aksoy[at]akdeniz.edu.tr | 18E8AF6C8D804A0B |
1718 | ![ALİ ERDOĞAN](../authorimages/photo_m.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRAKDENİZ ÜNİVERSİTESİ/FEN FAKÜLTESİ/BİYOLOJİ BÖLÜMÜ/EKOLOJİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Biyoloji Ekoloji ; Davranış Biyolojisi ; Hayvan Sistematiği | aerdogan[at]akdeniz.edu.tr | 614CE8D9BF018ED0 |
127996 | ![AZİZ ASLAN](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRAKDENİZ ÜNİVERSİTESİ/EĞİTİM FAKÜLTESİ/TEMEL EĞİTİM BÖLÜMÜ/SINIF EĞİTİMİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Biyoloji Ekoloji ; Davranış Biyolojisi ; Hayvan Sistematiği | | 49FBFA752E04E6D6 |
2232 | ![BATTAL ÇIPLAK](../authorimages/photo_m.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRAKDENİZ ÜNİVERSİTESİ/FEN FAKÜLTESİ/BİYOLOJİ BÖLÜMÜ/ZOOLOJİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Biyoloji Hayvan Sistematiği ; Ekoloji ; Genetik | ciplak[at]akdeniz.edu.tr | EBAB6750E81FB688 |
128837 | ![HAKAN 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| ![ORCID](../images/orcidFav.png) PROFESÖRAKDENİZ ÜNİVERSİTESİ/EĞİTİM FAKÜLTESİ/MATEMATİK VE FEN BİLİMLERİ EĞİTİMİ BÖLÜMÜ/FEN BİLGİSİ EĞİTİMİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Biyoloji Ekoloji ; Genetik ; Hayvan Sistematiği | hsert[at]akdeniz.edu.tr | A8649CD89C18FCCF |
21418 | ![HÜSEYİN 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) | ![ORCID](../images/orcidFav.png) PROFESÖRAKDENİZ ÜNİVERSİTESİ/FEN FAKÜLTESİ/BİYOLOJİ BÖLÜMÜ/EKOLOJİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Biyoloji Ekoloji ; Entomoloji ; Parazitoloji | hcetin[at]akdeniz.edu.tr | 8ABBA5857DCF861C |
40807 | ![AYNUR 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) | ![ORCID](../images/orcidFav.png) PROFESÖRAKSARAY ÜNİVERSİTESİ/İKTİSADİ VE İDARİ BİLİMLER FAKÜLTESİ/SİYASET BİLİMİ VE KAMU YÖNETİMİ BÖLÜMÜ/KENTLEŞME BİLİMLERİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Biyoloji Ekoloji ; Davranış Biyolojisi ; Bitki Biyoteknoloji | aynurdemir[at]aksaray.edu.tr | B3B83ED6D090D4D5 |
45722 | ![MEHTAP 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) | ![ORCID](../images/orcidFav.png) PROFESÖRAKSARAY ÜNİVERSİTESİ/FEN-EDEBİYAT FAKÜLTESİ/BİYOLOJİ BÖLÜMÜ/BOTANİK ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Biyoloji Bitki Sistematiği ; Bitki Morfolojisi ve Anatomisi ; Ekoloji | m_teksen[at]yahoo.com | 82821B053F5522A1 |
18597 | ![MUSTAFA CEMAL 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| ![ORCID](../images/orcidFav.png) PROFESÖRAKSARAY ÜNİVERSİTESİ/FEN-EDEBİYAT FAKÜLTESİ/BİYOLOJİ BÖLÜMÜ/ZOOLOJİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Biyoloji Hayvan Sistematiği ; Ekoloji ; Entomoloji | mdarilmaz[at]yahoo.com | 6C0829BE5796E7E5 |
18194 | ![ONUR CAN TÜRKER](../authorimages/photo_m.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRAKSARAY ÜNİVERSİTESİ/FEN-EDEBİYAT FAKÜLTESİ/MOLEKÜLER BİYOLOJİ VE GENETİK BÖLÜMÜ/BİYOTEKNOLOJİ VE NANOTEKNOLOJİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Biyoloji Ekoloji | octurker[at]aksaray.edu.tr | 1ABD527A8070A9FB |
53935 | ![SEHER KARAMAN](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRAKSARAY ÜNİVERSİTESİ/FEN-EDEBİYAT FAKÜLTESİ/BİYOLOJİ BÖLÜMÜ/BOTANİK ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Biyoloji Bitki Sistematiği ; Bitki Morfolojisi ve Anatomisi ; Ekoloji | seherkaraman[at]yahoo.com | 6550BB7935300005 |
114757 | ![TOLGA KANKILIÇ](../authorimages/photo_m.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRAKSARAY ÜNİVERSİTESİ/FEN-EDEBİYAT FAKÜLTESİ/BİYOLOJİ BÖLÜMÜ/ZOOLOJİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Biyoloji Hayvan Sistematiği ; Genetik ; Ekoloji | kankilic[at]aksaray.edu.tr | 503B5F6904738297 |
30434 | ![AHMET DURSUN](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRAMASYA ÜNİVERSİTESİ/FEN-EDEBİYAT FAKÜLTESİ/BİYOLOJİ BÖLÜMÜ/BİYOLOJİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Biyoloji Entomoloji ; Hayvan Sistematiği ; Ekoloji | ahmet.dursun[at]amasya.edu.tr | A0AEFCCAD1D0B620 |
18917 | ![ARZU CANSARAN](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRAMASYA ÜNİVERSİTESİ/EĞİTİM FAKÜLTESİ/MATEMATİK VE FEN BİLİMLERİ EĞİTİMİ BÖLÜMÜ/FEN BİLGİSİ EĞİTİMİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Biyoloji Ekoloji ; Bitki Sistematiği | arzu.cansaran[at]amasya.edu.tr | 8BCC37FF5AFFB8B5 |
48072 | ![CENGİZ YILDIRIM](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRAMASYA ÜNİVERSİTESİ/EĞİTİM FAKÜLTESİ/MATEMATİK VE FEN BİLİMLERİ EĞİTİMİ BÖLÜMÜ/FEN BİLGİSİ EĞİTİMİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Biyoloji Ekoloji ; Bitki Sistematiği | cengiz.yildirim[at]amasya.edu.tr | 4225EC9691F8CB99 |
38403 | ![DUDU DUYGU KILIÇ](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRAMASYA ÜNİVERSİTESİ/FEN-EDEBİYAT FAKÜLTESİ/BİYOLOJİ BÖLÜMÜ/BİYOLOJİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Biyoloji Ekoloji ; Bitki Sistematiği ; Bitki Fizyolojisi | duygu.kilic[at]amasya.edu.tr | DCB2E598AC1C0989 |
109359 | ![NESLİHAN KARAVİN](../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 Ekoloji | neslihan.karavin[at]amasya.edu.tr | 46BF477B25CEE7E7 |