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 |
46359 | ![MEHMET KARA](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRAMASYA ÜNİVERSİTESİ/MÜHENDİSLİK FAKÜLTESİ/MAKİNE MÜHENDİSLİĞİ BÖLÜMÜ/TERMODİNAMİK ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Fizik Atom- Molekül ve Lazer Fiziği ; Matematiksel Fizik | karamehmet[at]amasya.edu.tr | 33B60466BA208D73 |
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 |
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 |
31970 | ![BURCU NİŞANCI TÜRKMEN](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRAMASYA ÜNİVERSİTESİ/FEN-EDEBİYAT FAKÜLTESİ/MATEMATİK BÖLÜMÜ/CEBİR VE SAYILAR TEORİSİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Matematik Cebir ve Sayılar Teorisi | burcu.turkmen[at]amasya.edu.tr | 5C4BA3DF6E3A8E6D |
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 |
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 |
39008 | ![REMZİYE TÜLEK](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRBALIKESİR ÜNİVERSİTESİ/FEN-EDEBİYAT FAKÜLTESİ/FİZİK BÖLÜMÜ/KATIHAL FİZİĞİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Fizik Yoğun Madde Fiziği ; Yarı İletkenler ; Optoelektronik | baran[at]balikesir.edu.tr | 9D6903BEFF41C421 |
10551 | ![AKIN AZİZOĞLU](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRBALIKESİR ÜNİVERSİTESİ/FEN-EDEBİYAT FAKÜLTESİ/KİMYA BÖLÜMÜ/ORGANİK KİMYA ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Kimya Organik Kimya ; Teorik Kimya ; Spektroskopi | azizoglu[at]balikesir.edu.tr | FDFE7952A1574DC4 |
12082 | ![SERAP DOĞAN](../authorimages/photo_w.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRBALIKESİR ÜNİVERSİTESİ/FEN-EDEBİYAT FAKÜLTESİ/MOLEKÜLER BİYOLOJİ VE GENETİK BÖLÜMÜ/MOLEKÜLER BİYOLOJİ VE GENETİK ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Biyoloji Biyokimya ; Biyoteknoloji ; Moleküler Biyoloji | sdogan[at]balikesir.edu.tr | F40E6B8D9DA7AB27 |
21019 | ![RAMAZAN AKGÜN](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRBALIKESİR ÜNİVERSİTESİ/FEN-EDEBİYAT FAKÜLTESİ/MATEMATİK BÖLÜMÜ/ANALİZ VE FONKSİYONLAR TEORİSİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Matematik Matematiksel Analiz | rakgun[at]balikesir.edu.tr | E5DA723B37067B26 |
11437 | ![NURİ NAKİBOĞLU](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRBALIKESİR ÜNİVERSİTESİ/FEN-EDEBİYAT FAKÜLTESİ/KİMYA BÖLÜMÜ/ANALİTİK KİMYA ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Kimya Analitik Kimya ; Elektrokimya | nnuri[at]balikesir.edu.tr | 389CC2E48D3297E5 |
32842 | ![ÖZDEN KORUOĞLU](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRBALIKESİR ÜNİVERSİTESİ/NECATİBEY EĞİTİM FAKÜLTESİ/MATEMATİK VE FEN BİLİMLERİ EĞİTİMİ BÖLÜMÜ/MATEMATİK EĞİTİMİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Matematik Cebir ve Sayılar Teorisi | ozdenk[at]balikesir.edu.tr | 629FF3E5B593988C |
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 |
25818 | ![ÖZKAN DEMİRBAŞ](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRBALIKESİR ÜNİVERSİTESİ/FEN-EDEBİYAT FAKÜLTESİ/KİMYA BÖLÜMÜ/FİZİKOKİMYA ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Kimya Fiziksel Kimya ; Kimyasal Kinetik ; Polimer Bilimi | ozkandemirbas[at]gmail.com | BABF0B5B95E58CF9 |
28925 | ![TÜLİN AŞKUN](../authorimages/photo_w.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRBALIKESİR ÜNİVERSİTESİ/FEN-EDEBİYAT FAKÜLTESİ/BİYOLOJİ BÖLÜMÜ/MOLEKÜLER BİYOLOJİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Biyoloji Mikrobiyoloji ; Mikoloji ; Enzim ve Mikrobiyal Biyoteknoloji | taskun[at]balikesir.edu.tr | 4A3E0AF3A0D0290F |
125090 | ![ÇİĞDEM HOPA](data:image/jpg;base64,/9j/4AAQSkZJRgABAgAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDAxNDQ0Hyc5PTgyPC4zNDL/2wBDAQkJCQwLDBgNDRgyIRwhMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjL/wAARCACnAIcDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD1m4+XcFzt8xjj9M1FGuGJFNZ3ZQG+g+lPiUhzmgBH+/Tw2w5prDLfjTmjcru2naB+dAEdw2c9hms7Utbs9FsWubyZY1U4+ftV25xb2cl3cOEhiUu5PoBmvmrx34sTWrnybe4neKKQ5WTG1v8A9XSgD05fjDpEt8yYCxKT85/nVDX/AIt2K3Dw2U6Nt/1cqA49MHNeEO5dtx4+lJk0AdfqXj/UL9iuxURjmQg8uc+varVr8QTa2aww2SoQdxf7zE/WuFzRQB6HD8Tp0fc0HHoD1rpdI+KsTPH54WIcbgMk14vShivQkfSgD6Y0bxhpmuyyQWrCSdiD1+Yf/WrrTcq0xQZHbmvlLw7qM1jrNnJCwV1mVt24jIznBr6T0jUlukS6vnhjIBCqrZz+goA6WIfJzRINxxRBIjxgowYHv7UM2G5oAq6oqxSysWClcKoPfk8/pRTtRtVvrcLIcFMDPqKKALxRTtC5qSON2Jwp/CtCSWytwWeSJAOBuYcmsqbxbpcTSxwv57ojPiIZyByefpQBcj0+R3DOQoz3qzJHFEu6RwFx/EcCuMl8bXV4JVsrXZtX5S5yT9K57VZ9X1Wwmtp2m8+R1ER+6ACDkH8x+VAGZ8U/idZR6RdaFpuyZ7hGjeQcgAjB/Hmvnwkk9avavG0Oq3UDNuMUjIT2yDg/rVCgAooooAKKKKACiiigBQcVsaffaopSKOe6MbEsEjk5JH9KxqmtrmW1uI5o2IZDkUAfTXgd7200i3iu7g3DmMFi33lGcgfhnFddneSQeMV458OfEz6ptinLo0CEEg53knNet2Y8xMhjjtxQBJM6hOe/Siqurkwxp5bjPPB+tFAHiVp4r1O38appWpwrA8dwY285ydp6jt1PFaGleMI4/Fl7p8sXywRzFZ7U+ZvCAsePTaDXK2fhy9k8dw2y3Dzagl3vVZuSwVsgk556CtrTPD+zx94hkuJYtMSOOdkifB+WYONq/QE0AamkfExb+6u54tEREsbZrkhZjlwrD2960W+Ks+qaHqetDRWRbdo4kGSVZWDAtnHUcGuS8H2Xh3TpdWt9WumeSSNoYmRgPl5z36HAqqvi+XQfBuoeHrZYJba4lkETkAkKT39/SgDgXcuzM5JY8sSeSaZSk80+OMyHAGaAGAE/Sr0OmSSqrZ4I4rY0rwjqWosojtZNpPJxxXqGh/CWSSKN7lnjbspPFAHjZ0mVWUGNsHuKdPo7xxhkBYHocV9M6f8AD3T7eErLEsh6HIpLj4b6PPEyeUEJOeKAPlSSNo3KsMEU2vbvEXwlhiaaSGRznpXmOueGZNIlZNxbHPSgDn6VTtcEgHBzg96SgdaAO/8AhvqFtpWpNqUt0kBjcgxFSdyEZOfyr6E07x14XlsYJ5L+KIS5HMTduDjj14rwfTfB4sdM0zWLWcTxXTx2twpPA80Ace4ya9Yt/BlhJawQSIyQWseEHseTn8aAJPGHiLTri7tvsLGaJk3F0yO59qKhh0GyvfJQgR4Qom3kYHP9TRQB8+an4pvtQ8RHWd3l3HYjuOcg+vU1n3Or3t1fG8kmbziuzcP7uMY/WqOaM0ALuJOScmjJpKKAJIYZLiURxKWY9AK9d+HXgKYzreXkaFAeVYZzXKfDiytrvWT53LL91a+kdLtYre1jWNcDFAF6z0yGNFWKBFAwMAYrchtAijIAqvZ8kVqL0oArvCuKgeAL2FXiM1BOhIoAwb6FZFIIBrzfxj4XGqW0whVVYKeg5PFen3I4I71z+owghsdxzQB8mX1hNYXMkEy4dGIIqr3r2DxlotrfAyrDiZW6gda8p1C1e0vXhZcEHI+lAHqfgCzju/D9teXl48ttaTBmtY+Cm1jgt643DGPWvT7bUc20iOWjR4nkjfOSQPWvGPhYi30uo2G/bKEE8Iz1wcH+leupYXdrpEsrRDfKdhI5KofSgC3ps4ubiCOGV0ePcWVxjqOtFZkVne6fIjospZxlWbnP40UAfMlFOKbVB9abQAUd6KKAOx+Hcxi8QoAOGIGfevpexOIVFfMfw5ge48aWKD7oYsw9QP8A69e+aj4mtNDty0zFm/hjTlm+goA7+yPuK1FIx1FeHRfFPURKTb6FMY89XyD/ACratPiJfXbDNl5ePqaAPWC3HFUL/Ure0ieSaVERRkknoKZp939st964Bx0FcF42tDJOjS3RiV+DhsUAY3iP4v6dBM9tpFrNqE/IUquFzVKyuvHms24u00u3gjbkCV8HFcpfwXmn2F7qOh2K+TaMn2i5dSfKVjgE45JzycdBWFo/iPxZfC+vYNbwbdVbyZPmWQEkYUY4oA6+4TWlvTFqdgEDf8tI2yM15t4niKa/eIRyI1wD9K9b8N6pea5PAL62eNmXMgK/KMdwa434r6MdN1631KJSYpE2Px6f/WNAHKeDNXk0TXheRuqgIVYMPvKccCvqSwuY7rSra6RcpNAjgH3Ga+U9Jtom1FXlbajg7R9elfS2hJcReE9OLvlUtEA2+gUD+lAGy8nl2YY4xgHB+tFUprhDp4xk8DOfrRQB8jzlTIQn3R0qKteXQrq2sri4nhZWikVBGRknO7k46Abf1qsulXx5Nhd7eMnyWoAo0VpnS3VA0kcsf++hA/Wqk8Jib5+hHBHegDtPBVoNJ8caKTMrx3sIcMP9ofd/AjFe1yWVlpl5ea7dqJ3SL92jKDsAHOO2a8T8Eg6pd6ZHGQbvSZjMiDrLCTuYL6spyfofavoK60uHVrDy5CfLlUZA9D2oA8X1TxB4r8TeG7vxEmpCz063uRCLS1G2QIerHucZHen+FpdQvdOvr1dRabyZgkKzJh5kOfmxz2xXrlj4G02wX93boyEYKk8H8K1m8OWshRhDGiqPuogUCgCr4HurmODZPk555HSq3jLTzqFxERyEYEr61u20CQXCoigKOOBSapEFZXPIPWgDmLLRVh06ayMky2tyMTRqBhgeCKLTwFoVsN1pppBJySw7102n3Fo0iwuwDnkLW4kUarwR9KAOYg0KCyjAVAPpXEfEW0hk0zbModeuDXqN6u1PavMPH10j2ckeM7RnigDxWwtiZhFGMiK6KgjrtGCK958Ia1/aPh9rWRBDcWq+S8ee2Mqw9iCDXiGmXMdraPNIFjDysxYnHU9M/hXpPgS9iv0v7uNSonaOJFfAJ8tOSPUZLf8AfNAHZzNuhR426qMj3zRUSK4tjHjDJxz/ADooA8X1Ca40O9j06G6iuQWRAHYbXfJPXsBla+hvAOtR6to8YYQLcBFBgcgSDHcjuDkkEV8wak8enC2uPLSRp0MqlADGd2M5yM546e9d14V+IDXuiR6drltH5kSeVbalEAs8OPunHcDj8qAPpCaxtbuIxXVnbTIRgq6Bh+RFcPr/AMIPC2qws0NobCU5Jkgbj8VPH5YrBvfjdbaNoEUElq15ryLskijb91kcby3XB64xmvGfEfxC8WeN7lobi8lFsx+W0tQVj/HHJ+poAua3pen+BvEMN5oniG3u7u1nDeSgBIwemVJHqCD619AeF9Vttb0a1v7U/uZhvXH8PqPwOR+FfJ8lg0AMTnEqN8yg/wAJAwwFes/B3xA1m82iyXEbRsPtFuC+e7Kw/HAOPoaAPoG3IcbT0puo3ltp9lJK4yQDis+LUExjODWRqd0dSu47VT8mdzH6UAX7CUy7JpON/OMVZ1yS2htPMeVQo6kmsa80l78x7L2e3CHdiNgAfzFVtT8IXGrIiyaq6W3G9CuTge/vQBjalqtrc3NmmnTCS6SRc+Xzgd811sOoTW4CzcgD71ZcFp4f0CMRwz2ylRhnLDP4ms658ZaFHdJAb+B3kYIqqScknGPrQB0WpamptSwbp6V5X4hmkumuM9DwCa9IuIEe2eQDAK5x6V55ryqVKAEmRtgGOpPGKAMTwz4Tie0v5LgGRkgd4I2UFcspwfr2PvWp8OoBba2/h8orWdzYpqEDZyYzkKQD6EkmrD+H/HfhpIY7G1tdVSGQtDP5nluqE8o4PBB9RTvAukeJbOa71Y2lu95IotVjkuNgtUQ/6vAB9uvpnvQBqeLtdi8P2FtNKxDyS+QXzxgBiD/47RTteFvftb6XrGnqsyp5gWTayyHnLK3TqehooA8Jl1o/Z2hMTbgxKsW+4MdBxSeH5zPq8cc0h2yOOp4HNVrm2JIAPfBAHaptDs2mk84EgxnBI464oAt6jY32n6neHcRO9zsjLDllblTyOhBGK6awsta1fZa6aSyWsS/afKVV7jpgfn+NekeIvBVl4htfC0tjcmW9hZY5GEhLOvBDHqAFAY44446Ve8OaFHoN8yy+cvnwiQYym5Tk/j6UAcx4w8O2kngS41KysI5L+KNSXRfmVQQGJx6DJ6VX0fwxoGl/Z9bsr+3ltY4t6vvwVbjOTx+INekWUW23eMpgbmXB5JHv+Fc5f+BPDGyW6Gi24fGSFyFJ/wB0HH6UAb+lX1rrNjHeWkyywOPldehx1FWJ0k0+3lngt2uJMZ2qeT7V5l4b8Vx6R4qOhBALIjllXAhY8gH04wK9XgnEoGGDBhkHtQBw2ma9r/iS/ks0i/st1Yjy52wSMetdVaeAry4jMt14gcxuuQICcH15Jqvr2jSXUgurMgTDkhu/41iW8l1ZxiC40qWcAbVXziVA9MUAb2s6J4X0VFkERvLgDcsPmli5BHXsPxrk9P0iy1LxjJqS26CKJy8MQUYj9+O+TWl/ZuoapIdtqtlAeNqdcV0OmaTHpVqcKATkux70AWL582ZXnOMV5zJdW9x480XTzKqk3KuQxAB284/MVteKvE8FhbFFmBcDNeWaNqOgah4pS48RS3VvGtyksVzC33SuSUb2PHIoA+mGXaTtUY54wKxYpVTU72+VWaErFG20Z3OC2W/DKgn/AGfatBJ4NSg861vFlt3xgxEEMMf3qUIII1WP5FXoBQBwvii31DWtWtZtOtmSOAMS0uEJJGPl3dRj2orq7wMzBjwR0PeigD5kS9FwGY26xkHH3f8AGtbStHeaWCdJhI0RLiNEYrk9M8Y4OK+ik+F/hWIEx6eD3G5mP9a5fxhr/gnwHZtbhY7rUV+5ZWzDeD6s3IUfXn0oAytCttTj0lbKbV5Utixfy1AUgkY64zjmjVtVuYryKSW/uLoRqVXzVX5R7bQOK4rQfiqJ9aMesWMS2UrYjMJIaI9skk5Hr0r1Y6La3I+1XIiWBAZN7HhVwTnPpigDnZfHdvoWkm+vZAWdv3cGAXkPt/nFNt9b8Z+J904sbHR9NlHyI8bPKV9euB/nrXI+FLVPiB8U3vfK/wCJVY/NEvQBRwgI9SRux7GvZtaP9m6Hf3kESGS2t3lVccZVSen4UAeD63ZXHhLVUe9X91cv80qnO7j357V3vh3Wb6GyikmXML/NGD1Cnp/T865ZzYa9ItzrEN4YXVvKuXw6u/YZH3V54wPqa9GubCNLaIooC7RjHpQBt6bq0V2oDkBumCa6GK0il2scEH1rza6sZWhEtuxR17io4vEWvWcG2ILMRxhjzQB6mYYYkwoUAe1cd448SW2i6e6mRPNcYVa891Px74j/AHkYt2iPqRxXn2tahqOozma7d3b68CgCDW9bn1G4dmPBP6Vi7uORnnNWGglKbtpA9aZFCZHAoA6Dwz4h1vQ51bSppFRT80fVGz6r0r1zSPiiJYlTVrIrKF5eAZU/h1Fea6XYmULDCvPQ129t4dt4oFLqHlI9M4oA6fSvHegeILw2dvcvFdhSxgnQxtgdeSME85/CivCvE8Taf46ljt3KSIoIYdQSuf5HFFAHQ+NPjXr3iW3ex08f2bYOMN5bZlcehbsPYV5eWZiSTkn1oJJpKAFBJIB6elehx+PdU1XwDD4SgWaXUZZVtw6Zy8GMhfrkYPtXnY5OK6r4d6/b+HPHGnahdqptt5jlJH3Awxu9sdaAPoP4deC18JaBHFImb2fEly/+16D2HSuruoRNayRFQwbAZSM7l7j8q2fLie3R0wQygqQeCMcY9u9ZF7E4bch7UAcW3w88Px3ouI47mKJWDLbCbEYPqF/pWi6JLDGg6plT+Bx/SrF1czQH7vHciqtjOjX5JI2SHB9m7fnQA63gVlZDWZd6aY5S2wlfUCuimtdrlkP1pHjcJuIzQBx9xZWjRHfExP0rmZfDy3t6v7ny4QeSe9d7e3JTKLbgk98VlamW0/S5LubPmN91B2z0FAHmPiy3trZhBaKeDjFU9K8PNLIHYttX73Fa2qaXO+rWEUynz7gmRgewruLTRVitVRPQEn3oAqaRpkdqgVI+vO6tlEYyhRnHep7G28lCrAE9qtpEqP8AOQM0AeO+IdHm1H4sS220/vYlkBHp5Y/qKKX4tTSab47LWlyVkeyj8zYeVyxOD6dAfxFFAHmtFFFABS55zRRQB9GfBT4hPqdkvhfUiz3NtFutpuu6Ifwk+oJH4V60UDjJ7jPWiigCGXT4pl6CsS88OoysEJXPdTiiigCrHb6hbuqyyiWEfxdGrYQpJHtx24oooAg+wbmLECsPxDZpdapZ278QW/72T/aPYUUUAcxfWDXXib7Y+AxG1V7KBW+kbBAvtRRQBEZfK3E9qoQ34a6muJiRBbgu56/KOelFFAHhF/c3HivxTc3cj7XupGYE/wAKgfKPyAFFFFAH/9k=) | ![ORCID](../images/orcidFav.png) PROFESÖRBALIKESİR ÜNİVERSİTESİ/FEN-EDEBİYAT FAKÜLTESİ/KİMYA BÖLÜMÜ/ANORGANİK KİMYA ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Kimya Anorganik Kimya | cigdem[at]balikesir.edu.tr | 7145E71545624D75 |
119898 | ![SERDAR SAK](../authorimages/photo_m.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRBALIKESİR ÜNİVERSİTESİ/FEN-EDEBİYAT FAKÜLTESİ/BİYOLOJİ BÖLÜMÜ/ZOOLOJİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Biyoloji Hayvan Sistematiği | ssak[at]balikesir.edu.tr | E6ABCC6A3A54EE4C |
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 |
49536 | ![SEHER TUTDERE KAVUT](../authorimages/photo_w.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRBALIKESİR ÜNİVERSİTESİ/FEN-EDEBİYAT FAKÜLTESİ/MATEMATİK BÖLÜMÜ/CEBİR VE SAYILAR TEORİSİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Matematik Cebir ve Sayılar Teorisi | stutdere[at]gmail.com | 672CC8AC3A4E6811 |