29485 | ![OKAN KÜLKÖYLÜOĞLU](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRBOLU ABANT İZZET BAYSAL ÜNİVERSİTESİ/FEN-EDEBİYAT FAKÜLTESİ/BİYOLOJİ BÖLÜMÜ/HİDROBİYOLOJİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Biyoloji Ekoloji ; Hidrobiyoloji ; Limnoloji | kulkoyluoglu_o[at]ibu.edu.tr | A87E8EDF71B1B410 |
17942 | ![MUZAFFER DÜGEL](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRBOLU ABANT İZZET BAYSAL ÜNİVERSİTESİ/FEN-EDEBİYAT FAKÜLTESİ/BİYOLOJİ BÖLÜMÜ/HİDROBİYOLOJİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Biyoloji Hidrobiyoloji ; Limnoloji ; Ekoloji | dugel_m[at]ibu.edu.tr | A4B7C01081EFD4C0 |
50004 | ![MAHMUT YILMAZ](data:image/jpg;base64,/9j/4AAQSkZJRgABAgAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDAxNDQ0Hyc5PTgyPC4zNDL/2wBDAQkJCQwLDBgNDRgyIRwhMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjL/wAARCACnAIcDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD3+iiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAyrzxHpNhdPbXV4I5kxuUoxxkZHQehqD/hL9B/5/x/36f/AArgvGeP+Esvf+2f/oC1hDAqrIhyZ61/wmGg/wDP+P8Av0/+FH/CYaD/AM//AP5Cf/4mvIbq7gsraS4ncJGgyT3NcjqHi+5kkKWMQjQfxsu4n/Ck7IcXKWyPoz/hMdB/5/8A/wAhP/8AE0f8JhoWcfbv/IL/APxNfL7eK9ZhYP53HUhhkH9B/Oug8P8Ai6PVH+zXSpFcHhSM7HH6kGkrMbUlqfQH/CX6F/z/AP8A5Cf/AOJo/wCEw0L/AJ/v/IT/APxNeUE5Hf8AGkyavlRHOz2bTtXsNV8z7FP5vlY3/Iy4znHUD0NXq4X4ckkaln/pl/7PXdVL0Zad0FFFFIYUUUUAFFFFABRRRQB5N4z/AORsvf8Atn/6AtYYFbvjL/kbL3/tn/6AtYYU5q0Yvcz7m3TUNUis5VLQxqJWXHViSF/LB/St+10axMRT7LEFPGNnGKyPKkTWY54l3EwMmM/xA5H8zVyx1S8NxsmtVEfHzrnnJIH6g1wV+bnPZwiiqeq1Y+Twro6MW+yISexOa5rxD4fsobRpreFYJoyGQqMYIPFdPqV5ecrZojf3t4z/ADIrK1GG8udFkDqplY7V+XaAcjqMntWSlJNM3nCHK48upJp9x9s06C4wcugJz61ZxUOn2TWVjFascmNcb/71TvwK9ODurnhTg4yaZ3Hw6/5iX/bL/wBnruq4P4bnJ1P/ALZf+z13lJ7jjsFFFFIoKKKKACiiigAooooA8r8YLnxVef8AAP8A0BayFj9q3/FSA+J7w/7n/oC1mxxZq0ZtFWNPLnVwOCfmqedUMIOwBiRnAz/nFTNFxjt61VlxJ+6Lsjg8Fa5K0NbnqYStePKx9uwWWQbSUOMErwfpUWoEOjBTyTgUJbrEQ8krEj1cj9M1EZTPN8g3KDyf/wBdYxhdqJ1VKvs029xFQpEoJyQOTUUg4q2CsiB16HpxionSvRjGyseHObnLm7nYfDb/AJif/bL/ANnrvK4b4drj+0sf9Mv/AGeu5qXuEdgooopFBRRRQAUUUUAFFFFAHmvikf8AFTXf/AP/AEBaoRg8VpeJlL+KLof7n/oC1DDEoX1I61tTg5GcnZldlbAwOTWFfqEha9eUJGDhyWxjsMV023dJkdq5PxPpE2rQxWiZWKFWmY/9NMYUe4+8T+Fayw6cbMUKrhK5dtLGG8TfG5dR94ls4rUW3jgiKKAF7muW8AjybS5nBJVpArjJOPQ/hXaToGkwo+VOn49B+VFHDqCKq4iVR3ZRjgHl5cdycenPSo5bTI3L0PQVdkXaigfSggBeRnHArWUEzFOxu+AFKnUQf+mf/s1dpXLeDl2/bTxk7M4/4FXU1xTVpNG8dgoooqCgooooAKKKKACiiigDzzxCwXxNeE/7H/oC1XRwA2O5p/inP/CR3oHUqmPf5RWdbSmSNnB4LcflXdS0ijnlqzRjIyWPesvxJfLpuhXVyMbgAF/3jwP8+1X1bgfSuM+Il0RZWtqDw7FyPpx/WtLkkHga48q9ntt3yNEJAp7ngGvQCFACj1ryDS7o2Ws2N0DgK2x/dDwa9ezGYyfn8zdwOMbf8c0XsKxWnPy57A5pqneIx+NJeNst3PuBVXzt1yYQOEjXJ9zkn+n50DO08GNu+2n/AHP/AGauqrlfBgIF7nriP/2auqrhrfGzeHwhRRRWZYUUUUAFFFFABRRRQB534oXPiK4YdQFH/jorF03IgdT/AASsAfUZOK2PFBZfEtweqNtH0OxeazLTaI3AH8ZzXoQ1gjmluy0teeePH8zVY07JED+ZP/1q9DU7evpXm/jRt2uHP/PNf50xGIrfLx2GRXsUTb4kYc5UGvHEIIC+1evae+/TLVm6tCh/8dFUIi1QO1mdiknemMD/AG1z+lQ2jpLPM6HOSC3HsB/QGtInjIPSsvT4hBJeMM75JyTnsNopXGrnc+DsBr1c9Ngx6fe/wrqa5bwcoDXx7ny8n1+9XU1w1vjZ0Q+EKKKKzKCiiigAooooAKKKKAM+60TTr2d5ri33yPjcd7DOBjsagTwvo8e7ZZ43HJ/ev/jWvRVc8l1Fyoy/+Ed0r/n1/wDIjf41m3vw+8L6hP511pfmSYAz9olHA+jV01FHPLuHKuxyQ+GXhADA0j/yZm/+LrXi8M6RDCkUdphEUKo8xzgDp3rWoo55dw5V2Mr/AIRzSef9E6/9NH/xqMeFdFBYizPzcn98/wD8VWzRScm92NK2xVs9NtNP3/Zoim/G7Ls2cdOp96tUUUgCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA//2Q==) | ![ORCID](../images/orcidFav.png) PROFESÖRKIRŞEHİR AHİ EVRAN ÜNİVERSİTESİ/ZİRAAT FAKÜLTESİ/TARIMSAL BİYOTEKNOLOJİ BÖLÜMÜ/HAYVANSAL BİYOTEKNOLOJİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Biyoloji Hidrobiyoloji ; Limnoloji ; Ekoloji | mahmuty20[at]gmail.com | B1427C3CF9E9801B |
27053 | ![KEMAL ÇELİK](../authorimages/photo_m.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRBALIKESİR ÜNİVERSİTESİ/FEN-EDEBİYAT FAKÜLTESİ/BİYOLOJİ BÖLÜMÜ/HİDROBİYOLOJİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Biyoloji Limnoloji ; Ekoloji ; Hidrobiyoloji | kcelik[at]balikesir.edu.tr | B6789334C210213B |
120138 | ![DİLEK TÜRKER](../authorimages/photo_w.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRBALIKESİR ÜNİVERSİTESİ/FEN-EDEBİYAT FAKÜLTESİ/BİYOLOJİ BÖLÜMÜ/ZOOLOJİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Biyoloji Hidrobiyoloji ; Ekoloji ; Hayvan Sistematiği | dturker[at]balikesir.edu.tr | F958420AC440BD09 |
57191 | ![ZELİHA ERDOĞAN](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRBALIKESİR ÜNİVERSİTESİ/FEN-EDEBİYAT FAKÜLTESİ/BİYOLOJİ BÖLÜMÜ/HİDROBİYOLOJİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Biyoloji Hidrobiyoloji | zaka[at]balikesir.edu.tr | DF705DD01814CBB4 |
130198 | ![CÜNEYD NADİR SOLAK](../authorimages/photo_m.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRKÜTAHYA DUMLUPINAR ÜNİVERSİTESİ/FEN-EDEBİYAT FAKÜLTESİ/BİYOLOJİ BÖLÜMÜ/GENEL BİYOLOJİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Biyoloji Limnoloji ; Hidrobiyoloji | | CD860AA24FF4DC17 |
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 |
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 |
2385 | ![SÖNMEZ GİRGİN](data:image/jpg;base64,/9j/4AAQSkZJRgABAgAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDAxNDQ0Hyc5PTgyPC4zNDL/2wBDAQkJCQwLDBgNDRgyIRwhMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjL/wAARCACnAIcDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD5/orX/wCEW8Q/9AHVP/AOT/Cj/hFvEP8A0AdU/wDAOT/CgDIorWPhjxAOuhamP+3ST/Cj/hGPEH/QC1P/AMBJP8KAMmitY+GdfBwdD1LPp9kk/wAKP+EZ1/8A6Aepf+Akn+FAGTRWr/wjWvD/AJgupf8AgK/+FN/4RzXP+gNqP/gK/wDhQBmUVonw/rQ66Rf/APgM/wDhSHQtYHXSr4f9u7/4UAZ9FX/7F1UddMvP+/Df4U06RqY66dd/9+G/woApUVcOl6gOtjdf9+W/wqGS1uIW2ywSoTzhkIoAhop3lv8A3G/Kjy3/ALjflQA2ineW/wDcb8qKAPq/tSmijrUjGkA8N0ox+VUr2+NpKF2BgVz1qm+vojhWtZTnuoJH8qnmRPMjVaMMQcc0xl56VHZ3gvAxCFduDyeuasMM1Sdxp3Kzp1qu8fFXWHWoXWmMzZIs+1U5Yuta0i5zxVSRKAMeWLqfWqMsXtW1JGTxt/WqUsXUjtQBiSxkGuP8Srtv4/eMfzNd5LFXD+KlA1OIf9Mx/M0DMLFGKfijFMkZiinkUUAfTh7CipN0fZh+dMJB5Ug/SpGYmuQRySxNJGrEKQNwBxWCDKl2IxBDtZslzL8w6nOMZP8A9f05roNeljhjheRgBkjJ/CudTULFpBi5G9iTt3sent2rGXxMwk/eZ0mkAgS+hxWn2rG0C7hukkaF1Ycd62T6cVrDY0hsMYd81Ew/KpWXHSmMKoorOvbFV5EyTV1l9RzUDAEGgDOkj61Ukj59605F4IzVWSP2FAzJli5rgPFyBdWjwMfuxn9a9KkTJ96848YD/ieY/uqB+lA0c/ikxT8UYpkjcUUuKKAPoEtTdLvHbUr22Yjamx0/Ec/yrKPiHTAebk/9+3/wqTQrmK81q8mgbdGY0GcEfzrGKdy2dFPa2t5tFzbxTbfuiRA2Ppmqp0DSD/zDbX8IgKvCnVoRYrWun2diGFrbxw7hg7FxnHSrBzxSk+lISAARTAaetMYADjmpMc9e1NY4xxxQBC2D7VG3vUpPNRuc0AV5F/GqswCqWboBk1cYe9ZupTNCkSKqu00gQA+/f8KTdlcpK7sZ89/CrEKSTgc7TgZ/z+hrHv8AQ9N1G5kmnMnmu20OrD6DA/KvQtN8OaaIFa8ZJmzx8irj8utYfiDR7CFm+zM0ZHQA5H05rD2p0qhoeXazoDafM32cmWIDOc5IHPUfhWJiuz1C/nieaNpUbIIO8c5x69wO1cjNt819n3c8VvF3OaUbENFOoqiT3J/C9swzsGfWrWm6OmnTOYx94YNbHQdaQ9DUjGcntzSjIAOcGjgHoKCcCmICADxnOc5zRx0x0qCC4893xGyqACGIxnPUYODxU+ev1oADUbdak68k4qM8k4/OgCM4xmmN06VIRTD05oAhYc9Kw9dmlia1aG2kmKvvYj7oGQOT6ncMAeh9K3n+tU76BZbYk9U+cfUUpbFx+JGRB4wvI4plNjJtjj3qYrZ8D67u3PU4H0rLvvEmpSeZJcWvmAAneEAC4BJHBPPB64q7LqKWsc0n2aGTz0MA5SMryCTjjOSBk8/dGaYL1prZ4Gl85WXaVRkcLxjaxxknHeuXTseg4y7nnd/dzXl9sWBkDncN/wB7p04/lWefpW5rASyWRsHz3YomO2etYpBHB610w2OGqrMjopTRVmR9I0jE9hWPH4ktZIlkSN2VwGBGOQajl8QBfuQE+u41zPE011N1QqPobfvVe+u4bGzee4YrEu0MQMkZIHQfWsU+I5eALdB+JNc9rfif7fZy2RAZJAM7DjGDkc/UCqp14TklqKdGcY3Z2X/CTaZqmqRR2szF5EVNjRMvzKnPbA+6cVoZ44AFeQW2oXEIjxM++FdsTZ5QZJwPxJ/Oum0fxfOZVivXVgTgkjnHqPX6VtUcYvTYyhFyWu53BY4wcc031A6+tIT05P8AjSGgBD7U1s+tKeBTDSARgO5pY7aW5YRwxu5Y7eBwCc9T0HQ/lUttay3UoSNSc/5/OrxuI4bUWryQiWQMmwkDzFC4ztIJIOWzz/ER3qlG4ehxlwbSyne2vJZY2xuXy3BypJ/iXIPI7GqT3aXkxt9OBk29eRnnpn0qXxPa2EN5NcT4IuXZgsYKsQBjk/7xY5PXpWhpMWkLpUIubeZL4zrHi2AaORWOQUIwvTIPOMj14rKNGMpHXKrONNOxNpHgbSmmjvtYkguGztSOdgItzYxwfvHII5456ZGa4T4h6M9lq5ube0WPTsCKJ4kCqcew6dcDPp7V7bp9nPDG32iOILIwCxKvywoASEBYfMxwCW7+wxijq8enX0EkEqLNGykMixmQfQkZANdXIkrI4nNt3Z81MKK6Pxf4aOg3hkgIlsJW/dH7xU91P09aKjlGdj4JsLrV/D6GGPzWtnNvJl1GNvTgnPQjn61f1+0fw/ZJc3kGPMYpGi/NuOM8kZAH1OfQGsbwp4oh8I6pqqXCxG1mWO4+aXawx8rBFCncxyOMjp16kdd4/wBU0DV/C+YNZ0+WZHV4kjuEdiemMAkjr+lcH1aLd2df1iSVjzK+1Se9Y5/dx9o1PH4+tUS4AJJwB1NV7i7itjtkJDdduOay5L+abKnAXOdoFdUIqKsjCUnJ3Zs/aUDoA4wThmUbto45HY9fXt2r07wfofhrUImuYS1zcFcOkpKtGCScDH1x17DrXjdvISw3Dj3rodD1EWWpRtHdpCJP3b5fAIPBz7e/alON0ENHoeyXAt4nQWlysqN0UnP5N3FVhdxM7JuIYdRisyyu9PntHmjuX3nI+RMbyOh3HjHXgdulZqteSMBbQy3lxjawgG7n3PAFYqclodXsYNXudTDLHPOsIcBm4GeMnsMniri20DIcSF2BxkYA69Pb6889AciuVv7fxHY28c50yTGBlldSQffB4rZ0+W+kvIheRGGKMbgTg5YdBhTz9T6Yroozi78xz1aVrOGp0ccsVoSHYII1Dsy5wCc46Dkj0HtXHy3IvmuNbklKwW2I0WV8Km5gofGcc5+b39MCtHxPf6rGumRaUd7StIzCHbg4CjLZ4VRuHXjOO4FWbDwtBN9nvdVIubiMtIFWZ2RN3JOcgE4HYDcM5ycmrd5S02RrT5KVPmlvL8EZ2n6ZaeJZTcLYsLC2BSF2JxOV7hSRxwR0GB2JyB2SxCOPy41AiGCOMKSBtBU8qQQeRkHrUvzKgJPcZZi2Mjg5YZ2kEZBPrWXrN3ParCtqmZpJ1U/KC3XknbgHnv6VrCFtDmq1XUfkiw1rG43TAbCeIkBy+B0OOSBzgCmXM8qI0K2Mi4OAqbWwPUBScfjj3xU8UTR7p5ASWAViSMEDjknj146cn8c3VLc3kTmR5nCj/lnM2B+v8hVMyPMfHbyahHNG7sfLcMm5FDAnGRle1FR+I5BHPMLx2ktwoG5x8wGRjn1z/Wipa1KRyMOm41CBj9nkYhZB9pJEZ+YD5sckV6xaQeFIvD0drc3MKKF3PBZTTqpYqoIA3ZIyvAPqSeSa8ahvgltHcuPNMMQG1umQ2APyxXY6B49tbeOe4vNNEMI2qptYRnOOdxJA9MdO/WuOTn9k2iofaHjwRpkttN9m1G/viAdkQtNoDdstk47ZxzVjSPAmmX2nORpupNdqNrebdKqZx94KVBwRyOfbJxXS6L4v07X78afY/aEnaMuWkQDA7gcnJ/T+VdRoUP2zUbi6VT9mZVRHHSRVJO4exLkA9wARwRWbdTqyrwWyOLi8AabY2Uc97oEbQhsM32qTcPrtYAA+vNdppfhHwrLaLJa6PYuv/TWEOyn0O7JrppESRCjKChG0qRwR6Yrmri1uPDl39qtiWsnIBB52f7Le3ofw+ublKGrd0UlGelrMu6vpyW2kO+naLZXdzFho4HjVQ3POOODjOK4S0+NOmRztBfaPPbKny/uJVkOR2wQuK9TsryG/gEsR/wB5T1U+hrwr4teDJ7bxSNQ0uzeWHUFMkkcKbikowGOAOAcg57ktW0XF7kNO9jsrn4reHb62jWC6lgLE+ZHLCd2OMcrkYP17VZsvEWj3Eqot5bSM4+VVlUn8uteGR+FtZkUSGyCZ7SyojfkSD+lX4/B92GXzdQtkQ/e2b2YfgQAfzqZul/MbU/aJWUT6BSS3FqZUUKzMEV16rxk4/Dj8ahWSeNdsE2VwRhueowea8g0nTJNIl3xaxdshIO2MCIZBB55YHpjpXUN4muskxBEH0zWTrqNuVnQqTkveR6Hb3txJJ+8RBKwIaSPjzOOdw5BOM02aDzLyJ0mDFB5gCg42kMBz6fT1HrXntv4o1S2nSXzlk2tuCugx+mD+tdNoGtx6heoCnlyJcNIfMkLNsZNuAxySQfX1612YfEKXuvc4sRQcfeWx0f8AyxIZ/mYb1k88KmD0O4DkcH/69YOuwx7HuEe9h8pATOJWUMST0AAyAOcn+lSz6ldWc5tpZniiiaKAMoAEipIu1uc87d5POPyrmNTvhNp1u7O7zuMTOzEncOGBHbHSuq5zWOT8Vl5S9tc3pu4cBuJge4xhuRRVW9UzRyMMku2R1PGfcmiole5cdjgw3+hTITjof1Fadhouqata+bGlzJb7gCEUsBgccD09hXfxSLbuWt4be3J4zBCkZ+mQAafJNNNzLK7j/aYnFeU8b2id6wfdmHpXhm4hikN4sMazYBZ2BkUZP8O5cdeQfQcVp2kWrWdwGXxFcRK3zTeRPKxkbnt8vGMdz3qUD3z9KUJk9ePTmspYubNFhILc7C38ctp9nFbQRS3OwEGW7l3O3PGSOpqrdeO9VuBIqrAkTgqY/L3DBHTmuZKjGTwKXA4IFZOtN9TVUKa6FttYvzGyLcyRow5Efy5H4VVlmllx5kkj4/vNmjAI5zSY4HJNZ3NeUafunGc+9MPGTn8al2EjAGfoKXymPOP8KOYdiALnkk0mcHjqTV1LORgCFPPoCf1qZNJlb+HH1PX8qOdCsZwY54FTQTywOJIiVkXO0gd8VpJo/PzsPoKl+wQRcuf1pxrWd0TKKasxn9sWs8UrTzMTAgRLeUkbtwYHcOvC9cfTuKx9V1COSRjCGEkgzICRjd3OBWlqi6bdxj7QUEijCyLww9s9xXNQWxV3UHeCTtb1r28PiFWW1jya1F0ygbmaG4NvLkoRujk7n1BoqXWIc2m6MEsjA49+n9TRW73MorQ31TkZ61Jn6iqw1TSTkf2nZj/t4X/Gp477Sm/5iunr/vXcY/rXzfJPse5zw7i43YOSO1LjI4FTx3WiH72uaaM+lyn+NWo7zw0gy+tae3t9rT/Glyz7C549zPEbHIwcfyqVLd2JKof+AqTWguu+Goh8upWBI7/aE/xpH8V6Gg+XUbI/S4U/1pclR9A9pHuQJpk7/wAH5mrCaO2CXYAd8dqozeN9KjH7u8hPHaVf8ayrjx1bMfkmiPGOZQf601RqvoL2sV1OsXTrZc7nyfrSv9it8H5OPauAn8XNOflu4V/7aqKptqyzH59RgH/bVf8AGtFhZ9ROtHuehT63Zw/dcf8AARWZceKoUzt5+vNcgs1i339Qtz/21X/Gn+fpoQ/6ZbE/9dV/xq1hrbke1RrzeKZ3/wBUhxVCTUr+6YFnIHQ4qut5p4H/AB923/f1f8ac1/YBeLy3/wC/q/41rGnZ6RJc7rc1I7GNsMxZz1yxzV1IVAIAA9Pas6x1jTfL2yahaqR6zKP61c/tfSVUt/adkeOnnp/jXrwjGOyPLlJy3IL2HJxjFFLNrOlmMf8AEwtGPoJ1P9aKvQk8jooorIYUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAH//2Q==) | ![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 ; Hayvan Sistematiği | sonmez.girgin[at]gmail.com | 992684F6857277E9 |
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 |
223507 | ![FARUK MARAŞLIOĞLU](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRHİTİT ÜNİVERSİTESİ/FEN-EDEBİYAT FAKÜLTESİ/MOLEKÜLER BİYOLOJİ VE GENETİK BÖLÜMÜ/BİYOTEKNOLOJİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Biyoloji Hidrobiyoloji ; Mikrobiyoloji ; Tohumsuz Bitkiler Sistematiği | farukmaraslioglu[at]hitit.edu.tr | 8D4747A3D5C752DA |
16669 | ![DERYA BOSTANCI](../authorimages/photo_w.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRORDU ÜNİVERSİTESİ/FEN-EDEBİYAT FAKÜLTESİ/MOLEKÜLER BİYOLOJİ VE GENETİK BÖLÜMÜ/HİDROBİYOLOJİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Biyoloji Hidrobiyoloji | deryabostanci[at]gmail.com | 06275F2B92B0507F |
107557 | ![BEYHAN TAŞ](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRORDU ÜNİVERSİTESİ/FEN-EDEBİYAT FAKÜLTESİ/MOLEKÜLER BİYOLOJİ VE GENETİK BÖLÜMÜ/HİDROBİYOLOJİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Biyoloji Hidrobiyoloji ; Limnoloji ; Tohumsuz Bitkiler Sistematiği | beyhantass[at]gmail.com | BC36847B3EB54ABD |
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 |
13160 | ![SUPHAN KARAYTUĞ](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRMERSİN ÜNİVERSİTESİ/FEN FAKÜLTESİ/BİYOLOJİ BÖLÜMÜ/ZOOLOJİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Biyoloji Hayvan Sistematiği ; Hidrobiyoloji ; Limnoloji | suphankaraytug[at]gmail.com | C540D4AAE1C227E7 |
15085 | ![FAHRİ KARAYAKAR](../authorimages/photo_m.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRMERSİN ÜNİVERSİTESİ/SU ÜRÜNLERİ FAKÜLTESİ/SU ÜRÜNLERİ TEMEL BİLİMLERİ BÖLÜMÜ/DENİZ BİYOLOJİSİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Biyoloji Hayvan Fizyolojisi-Ekofizyolojisi ; Akuatik Toksikoloji ; Hidrobiyoloji | fkarayakar[at]mersin.edu.tr | 666A8052CE3DC752 |
129974 | ![TUĞBA ONGUN SEVİNDİK](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRSAKARYA ÜNİVERSİTESİ/FEN FAKÜLTESİ/BİYOLOJİ BÖLÜMÜ/BOTANİK ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Biyoloji Hidrobiyoloji ; Limnoloji ; Akuatik Toksikoloji | tsevindik[at]sakarya.edu.tr | ED28DA12E238F8DE |
141949 | ![CENGİZ AKKÖZ](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRSELÇUK ÜNİVERSİTESİ/FEN FAKÜLTESİ/BİYOLOJİ BÖLÜMÜ/HİDROBİYOLOJİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Biyoloji Hidrobiyoloji ; Limnoloji ; Ekoloji | cakkoz[at]selcuk.edu.tr | 5D2C3FC0554AC265 |
143084 | ![İBRAHİM RAŞİT BİLGİN](../authorimages/photo_m.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRBOĞAZİÇİ ÜNİVERSİTESİ/ÇEVRE BİLİMLERİ ENSTİTÜSÜ/ÇEVRE BİLİMLERİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Biyoloji Genetik ; Hayvan Sistematiği ; Hidrobiyoloji | rasit.bilgin[at]boun.edu.tr | F5B6D565BF99B38C |