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 |
57186 | ![İRFAN TERZİ](data:image/jpg;base64,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) | ![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 Fizyolojisi ; Ekoloji ; Hücre Biyolojisi | irfan.terzi[at]dpu.edu.tr | 3DCCB3930E879D57 |
111324 | ![SELMA ÇALIŞKAN](../authorimages/photo_w.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRGAZİ ÜNİVERSİTESİ/FEN FAKÜLTESİ/BİYOLOJİ BÖLÜMÜ/ZOOLOJİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Biyoloji Hayvan Sistematiği ; Entomoloji ; Ekoloji | selma[at]gazi.edu.tr | 3FF1F42DB0083464 |
115913 | ![BURÇİN AŞKIM GÜMÜŞ](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRGAZİ ÜNİVERSİTESİ/FEN FAKÜLTESİ/BİYOLOJİ BÖLÜMÜ/ZOOLOJİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Biyoloji Hayvan Sistematiği ; Hidrobiyoloji ; Ekoloji | burcinaskim[at]gazi.edu.tr | BE6A42F0DB2EFB49 |
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 |
46758 | ![SEMRA BENZER](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 Hidrobiyoloji ; Limnoloji ; Ekoloji | sbenzer[at]gazi.edu.tr | 302F108D4B5278D1 |
48656 | ![TAHİR ATICI](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRGAZİ ÜNİVERSİTESİ/GAZİ EĞİTİM FAKÜLTESİ/MATEMATİK VE FEN BİLİMLERİ EĞİTİMİ BÖLÜMÜ/BİYOLOJİ EĞİTİMİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Biyoloji Hidrobiyoloji ; Ekoloji ; Tohumsuz Bitkiler Sistematiği | tahir[at]gazi.edu.tr | 9159D3F8F34D61DB |
12179 | ![GÜRAY UYAR](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRANKARA HACI BAYRAM VELİ ÜNİVERSİTESİ/POLATLI FEN-EDEBİYAT FAKÜLTESİ/BİYOLOJİ BÖLÜMÜ/BOTANİK ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Biyoloji Bitki Sistematiği ; Tohumsuz Bitkiler Sistematiği ; Ekoloji | guray.uyar[at]hbv.edu.tr | 40B7E5D92FFE82A4 |
119406 | ![KEMAL KURT](../authorimages/photo_m.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRGÜMÜŞHANE ÜNİVERSİTESİ/GÜMÜŞHANE SAĞLIK HİZMETLERİ MESLEK YÜKSEKOKULU/TIBBİ HİZMETLER VE TEKNİKLER BÖLÜMÜ/TIBBİ LABORATUVAR TEKNİKLERİ PR./ Fen Bilimleri ve Matematik Temel Alanı Biyoloji Hayvan Sistematiği ; Entomoloji ; Ekoloji | kemalkurtmyo[at]gmail.com | 27D0D185C08C1F13 |
238579 | ![CAN YILMAZ](../authorimages/photo_m.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRHAKKARİ ÜNİVERSİTESİ/SAĞLIK HİZMETLERİ MESLEK YÜKSEKOKULU/TIBBİ HİZMETLER VE TEKNİKLER BÖLÜMÜ/TIBBİ LABORATUVAR TEKNİKLERİ PR./ Fen Bilimleri ve Matematik Temel Alanı Biyoloji Ekoloji ; Hayvan Sistematiği ; Genetik | canyilmaz[at]hakkari.edu.tr | A2CB8D71A195F3C8 |
132132 | ![MEHMET ALİ KIRPIK](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRKAFKAS ÜNİVERSİTESİ/FEN-EDEBİYAT FAKÜLTESİ/BİYOLOJİ BÖLÜMÜ/GENEL BİYOLOJİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Biyoloji Hayvan Sistematiği ; Entomoloji ; Ekoloji | mhmtalikrpk[at]gmail.com | 7E6CB0B7A2D1869B |
135911 | ![TAMER ALBAYRAK](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRBURDUR MEHMET AKİF ERSOY ÜNİVERSİTESİ/FEN-EDEBİYAT FAKÜLTESİ/BİYOLOJİ BÖLÜMÜ/ZOOLOJİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Biyoloji Hayvan Sistematiği ; Ekoloji ; Moleküler Genetik | talbayrak[at]mehmetakif.edu.tr | 15D5E17E5F119B5F |
19867 | ![TUĞBA ÖZBUCAK](data:image/jpg;base64,/9j/4AAQSkZJRgABAgAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDAxNDQ0Hyc5PTgyPC4zNDL/2wBDAQkJCQwLDBgNDRgyIRwhMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjL/wAARCACnAIcDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwDmU1pQ5aQRpCkbRyMoUMzkjLEqcnjHOecZySas2wt5pGurWB4Zozl2aJf3mQPlbkZ3A7SOg4/HH0mW2trS8iv7XcywSSK+SATt+7kYz1J/nXTape6U3Nqksdg5CxLMdm7PqAfm+YAE9MHrzzyK3LcaG6/r1+91DBZtGlpLEUnmjcRjaSDu+bOOg5GORge8GsrqPiS0sXh+yxJbW4tJbvzd3neikYAVhk4wOfXphscFpYFhIGCjaInc5zz/AAnqQB9efyq0xSzs47iC9ijhlYhUbn951Z+epIGPb5iRyTQnZ6D3Kd1p2oWOmxXd1qchl2q8lskOHycAKDnPJ43AEd8HvY03QJbnSLZbnUpIwJJYmgW3jDE7yo3Nzls8k8+3rVO4124tSzm8jl06ZlYwOoyu0DegwOh7H8T3Nbn2WWHRHv5UhRDO8UtuMlpMsQXGGyByRwMYHRuCOn29JWajcz5ZvS5mSWV9JqAsbDVp7y481lki8vceMlQxUZHUjceCSfQ45uWNBJdLqUu2Qns4x7ZGQe3XHfv1rufD8q6LFJPPBgzfMdxJkkY85wPvZ/vEgHHXk0ajocniO4W5g0dBGItitOxUSkfNkKvLtnjncOKzmk9UXFPqcr4fMWpXNza2cUo07ygZcDaxIxtUE8D5huJxk89yK29G0FZvEcMcqCVm3JsMQZUBB+ZguAO/0B9hWofBGoWrLb3U0CwtuPl2auqq3y8FFXk85464NXPs2raFp26RbZ7SQ7SZEYSuMddrYG70Bw2M4FS0loiuVmfBLdaXNPLPCJHRkErwlkO1DnaFZckEED73ITOeAarNPBb61DqDxb5XnVTDeKI2RWIP8fB4LZ2gj5h0zU9jfT2mpPK8MZdHDtvJTaw5yVOOQCD0xzVzWbue8if7XBHcQT3QDKCNgC4I7YGfnGcDp1qVBdUJ3KOo6hPczWXlGGK0sEIJg2IWjZhkBVOBnnB9Prk6Fvo9vBp0X2q5WCFo/NTcu5Q+csCCR8wVcccVzl1pWpaJdNcyWhmtYvLMsYm3PCGAXK5+YqNp4yfXJ61rJezS2sSwRRsj7hKyEgKQrbiVPKkDaNrYHIGOTTqR6xVhJ9yjfxfbba/ZZJGG9WSbeQUO35mwGIIJxyDk5NUYdbD+HZ9Dv7dI1ZtrSFRzjHT0bcDz0OQQByK3rxHsyLuG5kIaFBPAJchgMYVQPvHoOPY44zXG3mqWljqMk8L7wxw8ToE52gEgDIHVh74qnG2gk7kq+MZ9OtY7C9tWmaH5CxYDevUHDKQD93t2PrRWBp+m3GsX8l5NbLDbOzHllgj+gJG0AHHbqQO9FFkUbc+jxWt00eoSTXqy7QjeSY/KwC3GDzxjJx6+4rWW7j1PVfLksyYzIPM3HaenBXGMHPr0xnrii6u/s99d31wm2NFZ9qgcgnls4HOR0GDjGckmo7hdMv7FSACkzqpKcHbnGDxnJ+X0x+BNZ3As3MuWiFxNG0IBjMrsY9hbGOmTxtyOvrxinT+EHefRmme5uJrmMN9m2fNko74JX0PUHnAJ4zWbqnhw3FpI2n3dyuwHFvJI0iYHG0cbu/Gc9uec1qT2t/bWsN5BetAlvLEiMWb91ngfNwoGC2SRj5cZziqlHls0JM39X8KWOi+FU1EGSO/tyoV4wzJIrEHJPrgckDrVeyskltUknEQZW3CXywCwPIUAD1PTPYccGtGfVE1bwzFa3Fws0yzbkaE/u2A79+MlvTGM8YGY7AwXKmeXctrFkxjn5gOre5OOO3f1rNLqy0ixouhHUr8zTCRbZWJijkUtv+pPQcg+h4zkmu+iitbKVpSsYnVcPLj/AFS8fKD68Cua0ueUwyTfIJmYCJTjhv4Qc+gI5685+sF/cf2jfjT7Vx9ntifPdQW3Sd/rj9Tx0GCpT6GiidNFqcU8my1iDBiDu9cjqfTjHbnA45FaqwQFvOnSIsvRiAcde5/pXK3OqWXhvTGvLoYzkhN2S56Y+vTn1ryLxD441vXnkV5ZIIG4CRHA254Hv65//VSjdlNHsniJPD93F513fBVj3EeSxIb1Bxwe/wCXavOJtT8I2V0J7HUryNsFAjR8HORzzk9q4KNby4csUZmOcbyeD6gf561bPhHWLmPJt2+ZhhdvX2wa2VluyeRtbHX2Wsi6uhJb3hdD+6MTAn5MbSAORyPTJqtqtzpaTRxzpcwtDB+5u0t23FeqpJuwD1xnBIOCTnOMuyiXS4lWS3ZTGCWAbJzn7x9u2OO1b17pdreacl4fMMewGFTGGSOM58zexPGBkjAzlRjuaq8djKUWtSgviS4GmIJ7WKOKLiKVGxvABwpGTt6n5jng9VJBrzm8c395Hb2kW44EaKifMx/Dqe2a6vxpFHpUUWlxNCCqM0inaXU7uue2cZ2hiOfpUPw/0OS9nuNQEaSGBW2ox64ALe2cHGD1yRkdRrG83Yz0SuRpYnyYdP1hbqCGIDFtBtDSHH3ssR3yTz3xxjFFdZ4ivbHU7G3tCJ2UPmOKMBpGGMlgAM5ByDx/eoqWlfcLsiur1r22VF08vsX5Ujm3Kz/McB25OOOc4yODih/Dt/cxSGSO5toAqjCIj7snJ4zkHHbrwfYVoyajIItRItIo3kUrGSgwpKDMiYwQCeAMnGOcmtv+zmluo4Lu4uJUkhZ5ERxGvzYAX5Tk8Bhyf4T24FUaSq3T3+4U5OPoc5HY3f20RaZI0qRSbXkjUokwB3EHby3b5jjAAAbkCtOzmvNPsJ7a3uLc7YQrMBscOCxYk4znDHHP8WMdq0bKCHSjPJBPcCBpDuhePIGGKgKxOSoz05x+NZ2spa2sUEgC/a3TbO/lFVOGJDLkd9zDr3IOadSkoRtPcIy5noZaoMvbxRhYwNzhBjKD+Ee7HA56jPWtW4uy67WBj3MozgAnGOcHqMkcZ9RWbbqn3XH3vmf0HB4OOTjFW4JF/tDT0dBwN5PHzDGT+J3MO2eO/XkZ0JG+1zHp8KAkh1RUzvI+bPTgEdTtyR3FUf7UtfDWmieYkzMGYKx+bJ6scfxHnp06Vl6/r8djC09xKuyNs7ecuc5A/A+vp+fml74gk1e7ae6uEVc4RWbG0elRGDlqa3S0Onv9audeu/OupCUBzHGOiDp/n61oaboTXzDbE23PLBc4rB0OXS5buIXGpW0Ue4AkyAnr6Zya9l0rVtDt447e3aHBwAeOabTidEEpIraP4UttOjEzwK78EEHLfh2FdKlzEsflupI9McUW97ZvyHjB9MCpWtbe5O5GRmHOQazd2aaLRo8g+JuliwlW8twRHIedvAB4pPC+t48HX0jqkhsk3xxtghk5yO3+T3rrPiJpLP4VuQ2SYxvUjsRXAfDW6jmlfTHMe+5ieIbl3YwN44+q1vTm4x5lujjrxTlbuchda9e6tbLZMqkFlGVBLyHgAE556KPU7R6V31n4Vk0i2js11HJkXd9nOUWVsgk7hnBwRyD6Z9KxvDHhu1bVdR+3LHGsTm3tJJd0al243AjgsAOF9ycHbg99YWF9KIXmL3aHfF50kjBZCemVY8DCtgn/AArppyTlZ9TjnotChLYWUVwbaa1SzR1VopGIUrJg7gdvGWC59Pk7E4oqPV1iWB4NS1No4ZHwBJtkkXaScowzjliOgJBPJHAK0cY3/wCCSk7Drd7mXSDqGqQIjXyiKGJl3bFcH5sgcuWYnb2BGKg0i9h1LUZr2G8u0ZVMWXiaQlMlvlAIXnjJGD97146C+miv9OshAouZDOgGThgy/Meg4yV25xjmoJit7c3LRabKuoxFVnEucxuFO3OeoIPUBjjgcEYzq05e0SpMSd4vmLd8jx6bbDHnucecwBbaw6gde+enHFcjq9xG8rSxrHGnyqo8sL1wckDvyDn611xneUXMj3QiCZAS3G7cwAP3jySPXC+nJxXnl5OV28FfMORkfd546j3q8VK7SvcqhGyNG3mR5GAB8s/KxbgHJxk/l1qK61QyXr3JyjGIBcf7Ts+fyxVa2nkgscKfXeh745H8j+tZ9yDFJOVJJEgAHYYXBH06VxM6Uc54uvmvNYZACYlUNt7ZPOfyrnsHk5A9q1rm3aTUrxf4vMZfy4q5o/hq514pDZhRKw6ucAHvk10RaSFyOT0OaOQOhxV7T9UuNOnSWGVtqtnZkgGukuPh94msuJtKlwP448OPzBNR6b4aFz4g0/TJQrTvJvnjORsQdQfr7U3KNgjTmnoSeJfG51RII7A3NuBGomR3+UuOpGDz+OK5+DxBrEDFodUvISeD5U7Jn8iK9h+L3ha0Gl6He6fYW9vJ5v2VhBAE3787c4HYrj/gVeZ2/hHVZ7oW40i7aU9AsR/n2qYONi5RqOWruJD4k1+6jaBtd1GVGUjy5blpEI9NrHFSeBtRe28W2DtjAuEBI9CcH9Ca3Y/h3qOkh7u72oEQuYQcsBjnJ6VymjQyW+oRkjDJcIv0IIpScXF2FOEotXPcdc1Cy0i2uVdQY924sFIaPJJPPTnGfyHpWW0Mp0e91G2li+zKy4gtXKeWBg8dwcdiF65I6Z0Nems1vI5tRcfZiSxjbB3424A7/wAJI9/XpVCx8QQ6lcXOnGGdYdphUqCwOcncY0P1wcn1+mUISnJWMJJJ3MlPCWq67AmqXUiybiVMdy+Ex/DyrHnrxwBxjrRXaaeqfZmgt7ieWAMflmQLIDnvuAOOD1H40V6UMOre8tfUwlV10Kunala6HrX2BEcRop824l9cDaOccDKgkZPPbkieDXm1rVHgkS5t8RorhYHLO3zEhX2qq9huJGQOMEgjMsbWQXUcV+4XayusdspZpMMWy7OCx6Z4x+OK2E1OCAGOEq00eY344XBbA45J4ztHPzZOMg0qVNc3PsE5acu5PNDaDTrhrjTZLFniZYfM8vOBzgFWPXOSTjkH1ryu72GdgAWBIJIYYHH+Oa9R8TXlzqmnSbbWIKsbJneYyoOBzg5JxgYPHBz6Hym8RzNJEoXnOTnGMsAAc+5rjqczfvKx0U7W0NaGNfssgmG9hHyBwSd+3+n6msaKAmDzQxZWkkBJ54+Qj+Zrp9FtWu5J4VCnoMkng5/+tRZ6THPopkVT8lu+NnIOXVTz36Vg3Y2SPO/LIv7gtncZWznrnPP65q/GJ4UZbOZoVk5kXkqx9cZB/XFGo2slpr9/BIMMJ2f8G5H6EVNGdqfhTcjeCIzeatBAY01B0BHKpuGf/Hql0jULfRPLureGSbVJHLSXEmCsa/3Qv9fwGO9ZpVLfMwyaAV7N+OKerRSep2ur+NpfEGjXGkX8caxSx8OM/KV+ZfoNwFY0HjPxRBb+X/aNxKmAA0bAP+Occ++eaoW0McyMTJGGRc/McE8gcZ6nmmoPLlK9jU/CW3c2ovFWsXGmXVrKozIhX7RcbSYweGIAJ3HHTOB9eh4zSYgHtFAAZpUP15revGEWkXb7eDGV/wC+vl/rVHQIPN1GxTGS86fzqlsYVW3LU9SfRrLWLwtfqGjttrRq5wDtB5IP3gS2Md8U/RdT+2GeOGGJZoSwuIY42UDaRtZeMgHP1HoaS8s7m6sg0MgjRHzl2xjPT+efwqHT7QS31vsQC4RsiVR935vmG4AE8BgVJI+bp69GHqyjypI8+tBNt3Jb6zPiT9210bd4pGCrnKsg4P3SCRkKcZ4OMiiupntorhQssSPg5G4ZxRXpPDKTu3+Jy+0MPxDc6dL4ZuIY7Tbm2ln3yJ82drd+x3DuPQ8HisnSLG+Gm28zTpbaeIRJnfl5WJYlnyCQTkZ5PQdegivXmSWMbDKo5XYxxGACccehUEgVae8VoLbSoEXaIgQScHkffw3GPQcknIxjLDzqXwvmudM1d6GzbNdXmlIJVD+YxEgcheFOMgDII4/WvNpbNxf3MhQMsT7mznGOnp74Fek6asNlH9jgfanHlhyW24ABHsMbe+Ofesi40Z7jwzeT+Upluj5i7Rng9MEE92Yfl6Vri+VQi1uGHu5NGX4NmMevRRpu25Bkkf8AvFWGT7EsfyFaHhmL7f4WlgWTJjSS3eZMkEq5II9sYx9K5vR7xLfV5IUI8pplZnU/w7l4znpkleo9K6vwiHt9R1C0bzChvpCFf+AEAYxgepP+NedM7YnE+M7cQ+I7e/TYI7+zgukRedgKhcH8V/WspAP0re8UCR/C9lv3ebYX0tudwOSr/MpBPYAYPv8AhXOQzBkBz0o6GsWQz2cU7KXX5kPysOoqWKB1VkUoSwxuZOlWUCsee/er9hpy3l3FAZggkYLuPbPenzFqN2WD4ZtdQ0Zphq0cdyELfZ4ojkgHJ+bPBxntWXbWiQv5PzFVGAWJNep6Z4K02wt5ZZdQadXQrkDaACPqa831Ka30/wA55GGIyRkH7x9B9alSctCppLUzNclLRJax/eyJG+nQD8z+lW/DkCjW7MnkBw3HbvVGORbuCO9ZFBZcMAepyR6cDGRn6V13hDTVn1NXXKmNMhjjB9/0960asrHK3dtlmT+2bjUIfsrwpAkat87jMrJyU+YAZx0B4wTk9K6Hw0L64u2vrlbS3SWEH7PCzlw/G4tuHAypxgkc9TgGtHUtJEv+kW+TdrFiPMhUNtOdjH0bJGfTPvnEXVk86dbCKSKVQJclvlQYwRgDoCQMEdemOtd0aUaMlKRwyk6l0jrJQoUFgeD2GaK5C78T3xuptPmt3tvJIDXMIP7099gYDAyOevp9Suh42nfcx+ryKCr9qjMlsiNAkgYPjIBdsE8EkMeMAY2hueCAbFnaxafBqMzXhZZV2iNwNpZQeegyeQc//WrO0pbMW9vGJ2Qx/KzRsPkw5Ckjnk7Eb8c10d/HBqMYT7KqvbqVjhUZPK9D2IzwO3XnnFcqiviW5u30KV05ilws6hplfbuPzAuQm3k57569FrW8STxfZ4rKPDQouwgEE792Bn8M9852msAxqLqwikkKhSzbydzHChumP4SQvGeV+oMlzeoftDzl5YvLaR5QxwrAHtj1J7jOB6VlJOUknsaQkknY4rUJX0vV08+P93E6so4LMGIbp/wE/mPaus8KXDXXiVbpGLpL8rSKw2szITkkerr0/wBoZya4nxL4vu78PFpthJlhtW8EfzbMYwuOnrnPc8Vj+GNaudGnklR1WUFFRnIwjg5B+bgfdI9CPpmpnTT+EuE31PUvEWnzteapb7F8m+YtGTwUljyQpJ9VY5I55HOOvmxQo5K/KR1Fdtr3ieK8sftKNEqypFPBKihykm7BXcMcAgjPGcDocVxN9r0F1LHcXds1tPMSzMifI567h6g57Z6dqxjCVjfnVyWKdgen4VajvGU5GQarwqkyhkYMp6MvQ1OsZztI5FI1T7GiusXgtyvmuI1BJyeMVx3+la3eAzlvLUFsIOFH+P8AOunuIpDp06xoWZkIweOO/wClYthbK0gjlkCRkgOccYq4LqY1ZXdmWLMIhjVgxU8rkdfw/HP4V654OsRLo7tGmJAu5xuGSc98jHavNptOjhmbLHb9+NnGMqeeffFepeDJ1t9NMDOp/hIyOVP6EH19/pSmmmTFpoyJ9OSdRdK9/L86tKgu5d2Au1mAQjBwR+vaqI0pPtx03TJkzexiVXuGaUEhxuVQW5HRucn5W/DotQV9LuGKeZJa3RZSqgcNjoSeBnn06ip9RtrCCzl1KDy3msEEm8KCwRMsUXsMruXj19q7KUVUjZvY45ycJaGB/Yt5Hp8KyXIee5TH2VAqJvViWw3XAHYg8g80VN/aCaokdlb6jAjrdSzfuZfmZC0mNoByDyCRu9eOGAKznGm37uxSlJLYIvDTzXDXH2wGF5gPJjiIEYIAGAOw+YdsYHWtPW9HlS3hK7mtYFBMgkG4ksDjOeRtbORwAuenTnpfFtnpTSzXkU0Vui7ykmN7Oo4TPqScdwQQeB1851DxrrWqKIFuprazwUit4nx+7P8ACSOvHepjeWt9GaTi4uz3O61bWNOh8RK12XnitYDCqR4wzBuh5z0JGfbPPSuX1jW21aWQpEltC2AI4nOeOhJ9fyrn4l2qN5JPpngU/d6HBrX1JUbErS3UMglt7qaGRTkMkhBrs/DPivQ9dA0DxpYW26UBIdXhQRSo3IG9l+vXkcfMDya4fzucN+BqG4i3LuHDDkGk1cq52XjnwJfeFJhFNIbjSp23W14gxhgPuvjOGxn2YHPYhfPbuweNWZX8zopBGTjtivdfhx4jtfF/h6fwTr4Z2MRFtIWG4qOdoyPvJjI68Dpxz5n4n8OXXhnW7jS70ZKHMcgXAljPRh7H9CCO1JdgOOsr6606USQPgd1PKt9RXXadrdpqIAY+TP3Qnr9PWubewDRsYychjwfrVBoiCQQQR2NEoKQ4zcT1y00qW9sZ5kDOIFDFVUtuz04HXpXIa/5+jXflvbeUblROmSD8hJwRjjHHH9K1PAmuXlwtxpc1xkhQ0akgPKCQpTJ6nDZH0P4XPibayOlvetIj7JfLKhcGJWQFEP0Ctx+PehU0oilNuZR06e41lVQh5FhVEyTz345PHevQtAs5rpB9nhkiSFiBKrDBPoefbPH9a4f4cS6fImoW10ZxclUkhaI84XcXB/h6Y6/mDivVtPOq2ukGUWkDTFvNMYyC6k5xj+EgHHU/d71pToKXvSM51XHRFOW6ur7VRbJapHEsQk8wMSwIAPPy5P3h1B57emNqd3e2lpOiwrLczTs6yG6I+YPjG18HGQQBn6ZyK0tN1ea4j2XN4qzyvkKibTG24Nkf3gOmDnp6ZA5jxF4it9UvYLNZGlnJaFm8okbTyuQOS24DkDgc4OcVNSVNxISlco6AiX32+9GFs3fYbSCRVeNM5UgdCcjBz259gU6bSpNEs3vibdPMSOdIEYu6+YWBUNjnG3k5orK0lpYrR6nD+J9S+26k1ujs9vA5HLbt7ZJJyOvP6d+ar20JQbnA3nr7e1QWVuS3mvnJ+6P61oYCj3rSMVFWRrKTk7sac9TTc04njNR55piI5JNhBPrT3n8sqTzG4/KoLkEowpYv9JsCD95KYF+0nlsruK7tZDHLG4kjkU8qw6GvbtQis/iv4AXUYhDDrunKd67goVsZZST/AAsBkE9D34NfPtldbHMMnrxW1a38mnTJMMSQBw0sLjcjAZAYjuVySPSpaGioYpYZCksbJnP3lI71JFwevFew6Z4O8KePfCkk+gWb6TqkRxse4eVNwAwGJJypGBkcjHQgYPlWs6Td6DrFzpt6gW4t32tjoe4I9iMEfWhO4imls9tqEF7asI5I3Dj2I/z0r0nWz/wl/wAN7i5Zh9ptW87hufMBO4HjnKk4A9voPPom3Lg1r6DrdxoN+9xAy7XjaN1dSynI4JAI6H9Cw71pGVtHsTJX1RzvhfVW0nWYrhWKj7rgjhlPBH45r3GW5vLiDz4J53vkgHmQwA7GLDJGemcFSMHPBxXifivR30bV1fEax3A85UjPEeTyvtj07DFel/DbVv7Q0wWahmuYJQWZHwShHU5ODjGMdh0pQb+EU1fUllnkuNM+2w2wnCFQ8UeA6ckkBtuW43du3Qkc4L2kcEg1e5eR2iffLCW2lRxtGe5BLDHsSOoFdS8Npr3i57N4pJtPhhMcvlArG05JyGI9N3bnOeeMVy91ouoXaas0zwWthYTGKCNCXMjKSFjB4LAYzuIz681lOn9oI66GZp5vNVu5rG1R3luXMoYvgBhk4JJx03UV1el+F/EVhaLpy2unyu7+e/ngt8zL904bBxsP8+9FV7OX8rF7RdzzEbVHy/nTSwHWmjAXA7daM89Tj2qjQGOD7VExwQRT2wRx2pnDDGeaAEuBuj3DuKradJiVkPQ1bALRMvpWZA3l3hHYmgBb9DDcBxxzzWpZzebCM88VU1NN0e71Gai0ybAKnt0pAdLoHiLU/C94yWM8kdvMQZEjcoWQHlQw5U+45/OvV/E/g7S/GXhO28Q+FBLJcRoS8LSvK8g6sp3EneCT9c9+K8bCrcW4Vmww5Q+hrsvhv4u/4RnUsXckbafLKi3Fuylijc4lTjjb+ZB4BxkS11Gcep2Nyeas5yAfWvTfiz4KiyfFmkiNrafDXaxEEbj0lXHBDd/fnnJI8sgfPymqTuI3TF/wkfh+HR12C+gl3W7EY3qwChc+xwPpj0rltB1e50W9lMcjxllKuAxUnBzjI5GcYrXt55bW5iuYHKTROHRh2YHIo8V6bBc2Nv4i06NY4mIgvIgSWSbk7uezAdR/POBq+obHeWHi/TEivpbSPybUqDFbiM7Um4VQSBxwucDPCk1Shhj/AOErsBdXsMkNtiS5kaYFZJznJH4lfyB7151p1yos5FaZkkZh7KQAev6V0x0nR7rxX9jjvZJLMmKNJowcyOYhluenzZ49+uBUNykhJJbHuMVzHc3CSeW5hDNCGONrnGSwxk4BUryOufrRXOHwpokmn+SvhuaMgBQ4eMng/wDXSivSTkcdkeFH68UhPOKKK4TtGb+aTGTkdKKKAHIcNWXcAR3vHQ8iiigC/eDdZBvQYNZtm/lybz0FFFAi9FcEMHOcdhVt5jBPFMM+RKdjDup7YoopDPd/hP4iXWtJu/C2or5/kRsED8hoW4KHjoM+vRsdq8v8X+HX8L+JbrTwS0ClXgckEtG3K59x0PA5HpRRUR3G9jLU5UH1qOaJJYnjlGVxjI6j3FFFWI5wK0UpD87G5A9RXpvh24srye2nu1AWKGM/xcFV8vPHfAzRRWcthrc76y8ZeHdNs0STUGRpC0hHkuSm5i23O05xnH4UUUV3RqSscrirn//Z) | ![ORCID](../images/orcidFav.png) PROFESÖRORDU ÜNİVERSİTESİ/FEN-EDEBİYAT FAKÜLTESİ/MOLEKÜLER BİYOLOJİ VE GENETİK BÖLÜMÜ/BOTANİK ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Biyoloji Ekoloji | tsiozbucak[at]hotmail.com | 304D46FDC1DC12D4 |
11705 | ![HASAN SEVGİLİ](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRORDU ÜNİVERSİTESİ/FEN-EDEBİYAT FAKÜLTESİ/MOLEKÜLER BİYOLOJİ VE GENETİK BÖLÜMÜ/ZOOLOJİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Biyoloji Hayvan Sistematiği ; Davranış Biyolojisi ; Ekoloji | hsevgili[at]gmail.com | AB35832AFE81D2CA |
3195 | ![YÜKSEL KELEŞ](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRMERSİN ÜNİVERSİTESİ/EĞİTİM FAKÜLTESİ/MATEMATİK VE FEN BİLİMLERİ EĞİTİMİ BÖLÜMÜ/BİYOLOJİ EĞİTİMİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Biyoloji Bitki Fizyolojisi ; Biyoteknoloji ; Ekoloji | ykeles[at]mersin.edu.tr | A020C8927A90C411 |
2864 | ![REMZİYE SERAP ERGENE ÜZDİYEN](../authorimages/photo_w.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRMERSİN ÜNİVERSİTESİ/FEN FAKÜLTESİ/BİYOLOJİ BÖLÜMÜ/ZOOLOJİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Biyoloji Genetik ; Hidrobiyoloji ; Ekoloji | sergene[at]mersin.edu.tr | 0A419733260E9D78 |
9913 | ![ZEKİYE AYŞE EVEREST](../authorimages/photo_w.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRMERSİN ÜNİVERSİTESİ/FEN FAKÜLTESİ/BİYOLOJİ BÖLÜMÜ/BOTANİK ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Biyoloji Ekoloji ; Bitki Sistematiği | ayseeverest[at]mersin.edu.tr | 4CE5AB60E8AC5CE0 |
136482 | ![ALİ UZUN](../authorimages/photo_m.jpg) | PROFESÖRSAKARYA ÜNİVERSİTESİ/FEN FAKÜLTESİ/BİYOLOJİ BÖLÜMÜ/GENEL BİYOLOJİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Biyoloji Ekoloji ; Hayvan Sistematiği | aliuzun[at]sakarya.edu.tr | 7E107A333DE01AB1 |
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 |
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 |