137119 | ![EZGİ METİN BASAT](data:image/jpg;base64,/9j/4AAQSkZJRgABAgAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDAxNDQ0Hyc5PTgyPC4zNDL/2wBDAQkJCQwLDBgNDRgyIRwhMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjL/wAARCACnAIcDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwDoPjYf+JNpw/6bH+lP8Af8iTp3+63/AKEai+Nv/IK00f8ATVv6U3wLLt8GacP9g/8AoRroXwHP9tnW5oqqJveqGr6/baPCGlO+QjKxg4J9/pU2uXc83mG74xJ/1/xf+hLX0USAfevl+9mku9Yn1OZhFcTSb9kLY8v0Geuaq3l1PMp8xpGb1diT+tbypcyRhGqotn1HLdwwg+Y6qAM8ntVGfxFpdtB5895DHEPvM7bQPxNfLH9qXFuCxuZvLXqnmEBvw6VQj1dbu8X7SWETEYG47aj2UVo2aKpJq6R9Dav8YdGsmZNPtZ9QcfxqfLjP0YjJ/AEVzFx8ZNedy1rpNgkX91y7n88j+Vea3u4oGDDHt6VmNeTICquQPQVoqUF0M/aSZ7FZfG67jkA1LQo3XPLW8xUj8GBz+Yr0Dw/420XxXay/YJ2W4RCXtpl2yL747j3Ga+WBeTA58xvxrb8M6jeQ+Ibae0LfaQTgr1PB/SlKlG10ONSWzPVfhswXxXrK/wB5FI/A/wD169RryX4bSq3iq9nBASWA4/AivWlIPIINc9Tc2hsFJ2p1IcEVBZ5D8V1xrlgw6mFv50VJ8W1xqOmt/sOB+lFQ9zrp/CjR+Nxxpmm/9dG/pVLwZLjwnYDP8B/mat/G/wD5B2m/9dG/pWT4Rkx4XsR/sf1NdK+A81/EdZ5xAJ9uleSalq5vLiW+lkJkldtqk8KoJAA+g/mfWvTWmCxMT0xXz3c6i2JYnRs7ypOe2TxWlOSi22TOMpaI6WBxexiSNwwJxkVHdubVQ0jY7YPeudsb68t2Y2pESNyd3OPzqV3lmJkmdnb1Y5zVupcSo2ZHdTNcyE42oOgFVjbLIcKcGpSN59h+VNB2/d/OsnqbpW2LkMt5DbrC8aSp2O/DD2qvLcEHBgZf+BA02M/N8+T7A1rWdotwyqQPx5o52g5IvoYhuVzyjD8avafrcumb5bJCl0QVWYnOwH0Hr71f1HRlt1DhQufcfyrJ+zjOKHJtByRTOv8AAni99A12K5un8y3nGybd26Dd9c9fWvpO2ljnhSWFg0bjcpB4Ir5DZC9uY8BWB3j37V7L8GvGJurd/D18/wC+gG62J4JTuv4fy+lZPUtqx6/jtRilBzzQelQB5R8XlxNpbezj+VFS/F5cpph/2n/kKKiW52Ul7pyvj7x9a+Lra2igt3g8lifnbOc1qeFTjw3Yj/pn/U1SXwloXT7AhPuzf41t2tvFZ2sdvAgSNeFUdBXW2rWR5fW5R8T6wNI0WadSPNYbIwe7Hp+VeNEgZZ/mY8nPrXWfEDUGn1iKyVv3cCBmHqT/APWxXFytlzg8VJrFE8ThmyeFHQetTsQ/fC/zrPDn6U9JPU8U7jaLWC39PQUzhevJ/nSLLv4PT0FbOkeG77VZAFhaOI/xEdamU0io03J2RlRLJI2EXn0ArotL066RRL5TEV3GkeCYLVAZBlq6FNJhjXYFAH0rCVbsdMaCR5TrMpdRwwIGCDnNc7vw/NemeKfDzMhlgTnvivNruIxSFHRlI68VpCopIznScXcmfDRcHDHlaTTNRn0zVLfUbZtlxbyA/X/61VVm2LhslPUdqYzDzA4OQeDT2Jep9a+HNbt9f0W21G3PySryP7rDqPwOa1j0rwj4MeJmtdVl0K4c+TP80OT0f/64/lXu2eKlrUg8y+Lq5s9Pb0kYfpRU3xaT/iVWbhSQs3JAzjINFZtanXSfumYnrnNSFgBljhR3qGEllB9ah1eX7Po15KOqxNj8q6DzUePavdm81S8umbJeRiPpnj9KyC1TzNwarZoZuh3U4PSrNtBLeXCwwLksegqG3gkubhIYlLO5wAK9W8K+FY9PQSOqtM33mx/Ks51FBG1OnzsXwv4Ehtgs18okk/u9hXoNvaRQRhY4wqgYGBip7O2BjAxVrYq8ZFcrk5bnVZR0RU2kdBxTQGParrbAOoqMMg4YjPpSsUinLGrjDrkVyPiLwhbahbvLCCkoGR3ru3iRhncBVS4i2oTwVqbuOqHZS0Z853cT2Vy9vMCrqcFSOKqvjG5en8q9A+IWgNzqUC4C/fx/OvO1JYbcZb0Heu2nNTjc4qsOSVjV0XU307VbPUIzh4JAxx3Ga+tdJ1CLVNJtr2E7kmjDg+56ivjgRy28hjmjaN8Z2sMV9GfBzWBe+FPsbNl7ZyOeu08j+v5VTMmehzW0U67ZY1dfRhmipaKgR5NEuO1ZPi6UQ+Grw+q44+tdCItpx6Vy/j3934XuOcDcvHr8wrVGKWp47Mc9etQVJIajoNjsvBVgrXP2llG7otemjX9O0mLbLmRlA3bBkL7VwnhoqNERhuBYFSy9qztU1Ce1hNvDEDnqxXNcrXNPU7Y6Q0PRx8S9HGY0eRfqladn4jt75N8MgP8AOvAnjuN+SwyeQV6V0Wg3N7a36RZEiZAO05H0pzp2V0KlV5nZnsMmoLgszdPSuN8Q+M7+0Yi18uMDuwya662003GmmQLyy9cV5f4k0qc6qTcLmIN93dgtWVPWWpvU0jdENv4zvJ7sPe6hIVP8I6V3ei60k0Y+yXXmxMfmjZs15pa6E8lypCBYt3/LUjAFd34f8KQQ+VNaXLBgP3hHKk+1aVVG2jMaPNf3kdPqlol9o11Ey53xnj3rwVY3tr0SJw0b5U+4NfRghENrsbnjmvENZ01rbVrsBfkWUn6DNTh3a6HXjezMPUbqe7ujcXEheRjyTXpnwT1FbfX5rVmIE8YC5PVgc4/It+VeV3Dh5Dj7oOK7P4aXi2niFJHQkEYUj+Fs5z/3yGrrS0OObvqfUWTRTVYMAaKzIPPLhNs7j3riPiSxHh2NAOPNDH6V6BqcQivnA74NcT4/g8zwxcNg5jCt/wCPD+lXD4US/iPFWOTTKeetNqjRno3gGZHt/IfkA9K76bQLa/tCI4olc+q5zXk3gm7+z6kVJwGr2XTrhXRWzmuOqrSud1F3gcXP4E1Brhglra4P8QJFb+h+DE0w+bdMskvZVHC/SuyS4iCehrMn1mCTUVtYgXbblsfwj1NS5OxahrsbVkiLZ7Nox04rHv8AQbS/z50QbnrWxbkfZ/xqrqMs1vA7wx7yo3Y9aTdhpHPf8Idp0Um8Qhh6E1qwWkdsgRECgDgCqNn4gt7xQQ2CeMHsfSrpu0K53c1Ldy7Mbcy7VIz0FeX6/byGa9lUNulBAyvGBn/CvQp5fMY4Neaap4tjsb3VLN7ZpXV2SJs8Lkd6qknzaEVWktTz/PJrrfB8yQTyBss1wvlIF6qxZefyJrkuhzXY+ArUXmvWcPGftcJ/AE5rvPMlsfUsJzAhPXaM0U5BtUD0FFZCOQ1lSbpG9VFcl4vg8/wxqC9vKz9K7wm3uMG4hZSBjkdK47xQFbw/qhjHHkOR9AKmjNNWKqwadz54Yc001I33qYwrcDS0e78m/jAAGT1r0/TdYeHCMeMcV5FETGyyAH5TmvQtNmj1HT42U4cCsK0ep1YaXQ6i78TKkZCtk46A1D4cuXinu9QuhxKoRSewFYz2QT94QMdz6VpWmvQWsRimtJ1hA27liyD+Vc3odjZ11n4vsJIiiTqSp5yaY3iiOe4kREZmC7QAOK82uZtCNy7wm4gZjniMgVLpuq/YWItbSW8Lngk4quVsF6G1dabJbM1wnyFjk4PFWLW8uRtVyCOxB61Wku9X1G3IFvBBGoyRuLH6elT2GPIQyABvT0qJaDi31NmAkIWb9a8U14ifU764RtyvcsOnTk/4V6zq+pJpuj3FyTjYhI9z0A/PFeMRy4eRnXcHBBH+feunDR3Zx4p7IgNehfCSEzeMIFzwvzkeuP8A9dcBjIPfmvUvgnYPP4pluAvywQnJ7ZJroZxvY+hOtFLRUCPP7bTb60i82fUbi4UjG2RuPrUOoWgutMubboJYXj/MEV0TYk0nPdQKymGVIrKhazLrXufMUilXIPUcU3qgrS1W2MWsXUQGAJWUD6Ej+lZ+3a5FbiuOHACnt1rT0LUXsZ1VyRGxyKyWdvMJY5Pr60+W4ZkCBQP9qrajKOo4ycXdHp9tcrOmM5VuoNbVsyiExSxgpivMtE1SZFKsSwT37V6NoWpW97EAW5HBBrzqkHFnowqKSuQXNuqKRbthTztbkfqKjthIXCvIdnGVA/wrsodNtXBLAGlOmWan92gFF3Y19o9jLTY0XlxoAuOeOtULgLG2Rge1bl0YLOIkYXNcXql+07OYyQnY+tZ2uxXtqcx4z1h7iZLGJv3KfM/ua5NTzWrqU8avdxlcyMVCt6AZJ/pWWo3cAZr0qSUYnm1Zc0myzb28dxDNlysqDeq44cDqPrjmvor4SeGm0bw99rnXbcXfzHjBC9hXlPw28Fz+Idbt7qaHNhBKDIWHD45x79P1r6XhiWKNUVQqqAAB2FObXQxY/FFLRWYHN2g32EiegOazQvJrT03guh7jNZmoXEGmWdxeXLiOGBS7sewFZUtJNGlTVJninj7TTp/iWYooCSHzk4655PP1z+dZF1oTS6ab22Ik8hFaVQOino30HQ+hBrpfFnjPQ/E+nrshura9gYmIsilWHoSDWJoniO30rZI6s5AKSREZWRD1H5fqPrXSZanNGLdGxx8y/rVbkmt3VZtKuLl7jTDPEGYgxSgcDscg81mr5bxOXi3nGAw4waVzQ0NNMX2uPYc7kG8/7RroBbz2snm27FG7jsa5XT/llUqckV6PpkaXlkqv1xXNWdtTroaoqw+Nb60Typ4dwXjOaQ+Nrp3yihcn1q9ceHPNX5QD9RWPJoM8D48hiPUc1kpRZ0crLQ1SbUG33DnH6VnahqttHGyBgrgdD3q6mmzlNuwiqp8MLPKCyEgnnk0R5U7sJXasjj5AbmZpShMftXX+AfAFx4o1HzJ1aPT4WHmOP4j/AHR7+vpW9Y+FtOIEckbMP7u8gflXZ/D7WX0/TLrTPLV4LK6eKI9GC9QM9+tbwrRZx1KMlsd9pel2mlwCCzhSKGNQiqo4AH/16v4Nczq/jK10fTTdLY3t24/5ZQRgtn1PPSvE/Enxg8R6xdPHZOdKtlOBHEf3n/Am6/litY+8czTW59JdqK+To/H/AIsiPHiC/P1lJ/nRVchNz6F0yYtdlWIHHrXO/E6GWTwRqwgJJwhYDuocE/pXFeOfiDew6q+n6DOLeKAlJJ0Ubnbvg+g/xrz3Uta1XVnDajf3F0R082Qtj6CsqVGUXds1qVIyXuoyMleCDUgalZQecVGwK8it7GdxdxBq9ZXEIjMUmFDHO6qAb1p2A3IxSauUmaqp9guVmHzwN1I5rtdPuhHEk8J3Rnn5ea87guZoMhHO09VIyD+Faem63LYSfucIrH5lb5kP4dvwrKpSckbU6vIz1/TrtLmPPHNaRt0lU5UGvO9M19JP3xjaIYy5iPmIPrjlfxFdvoepQ6gv7i4im9QrjI/CuKVOUXqjtjUjJaMJbAKcharGAKcAV1H2TeORVS4tI4FaWQqEUZJPAqeVsfMkc9c3Mel2Ut3OQFQfKM8k9h+NXvCNrPBo/nXIxNdyNcOuMbd3QflWfb6eviW/S8nQjToWzAh/5akfxH29K69ECKOOBWqSSsZNtu4kwDRMDzXjXxCjtk1eMRgeeVzJj07ZrtfFHjyy0pHtrJlubvkHacoh9z6+wryC7vJ766kubhy8sjZZj/npXVRg1qzlrTT0KzUU/bmiug5gZmJyxyaTNFFNiEIphweDRRSKGFcUoUjpRRSGOBDHA60uMUUUxDkdo3yjMrjoVOCPxq4NVulfe75defM6OD7MOaKKVkVc6jRviXrWmBI5n+2QA8rOctj2br+ea1dU+Jllq9g9pdabcxRyYGYphkjIJB46EZooqXTjfYqNSXc0bf4p6JawJFHp12gReFULge3WuY8Q/EDUNZ8yC1zaWmOUQ/MR7n+gooqIQjcc6krbnIM2400iiitjIcOBRRRQQf/Z) | ![ORCID](../images/orcidFav.png) PROFESÖRKIRŞEHİR AHİ EVRAN ÜNİVERSİTESİ/FEN-EDEBİYAT FAKÜLTESİ/TÜRK DİLİ VE EDEBİYATI BÖLÜMÜ/TÜRK HALK EDEBİYATI ANABİLİM DALI/ Filoloji Temel Alanı Türk Halk Bilimi Türkiye Sahası Türk Halk Bilimi | ezgimetinbasat[at]gmail.com | 6FD7C828627EF606 |
37009 | ![FAHRİYE ERCAN](../authorimages/photo_w.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRKIRŞEHİR AHİ EVRAN ÜNİVERSİTESİ/ZİRAAT FAKÜLTESİ/BİTKİ KORUMA BÖLÜMÜ/ENTOMOLOJİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Biyoloji Entomoloji ; Hayvan Sistematiği | fahriye.ercan[at]ahievran.edu.tr | BB65488F4EDD29C0 |
128080 | ![FARUK SELÇUK](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRKIRŞEHİR AHİ EVRAN ÜNİVERSİTESİ/FEN-EDEBİYAT FAKÜLTESİ/MOLEKÜLER BİYOLOJİ VE GENETİK BÖLÜMÜ/MOLEKÜLER BİYOLOJİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Biyoloji Mikoloji ; Mantar Sistematiği ; Tohumsuz Bitkiler Sistematiği | fselcuk[at]ahievran.edu.tr | EB7ED5B7101BA57C |
216799 | ![FATMA FİLİZ ARI](../authorimages/photo_w.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRKIRŞEHİR AHİ EVRAN ÜNİVERSİTESİ/TIP FAKÜLTESİ/TEMEL TIP BİLİMLERİ BÖLÜMÜ/TIBBİ BİYOLOJİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Biyoloji Moleküler Biyoloji ; Biyoteknoloji | filiz.ari[at]ahievran.edu.tr | 92E2E8FA9578F663 |
43917 | ![FAZIL YOZGAT](data:image/jpg;base64,/9j/4AAQSkZJRgABAgAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDAxNDQ0Hyc5PTgyPC4zNDL/2wBDAQkJCQwLDBgNDRgyIRwhMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjL/wAARCACnAIcDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD3+iiigAooooASlpKqX2pWunQNNcyrGi9STQK5borzvUPiharIYtPiEpyRvY8Vlt8Rb+4JjFxDCfVVzTFqesUV4/b+Pb6KTDXSyDP3mH9K2YPiUkSr9oVWJHGOtIevY9HorjLT4kaTPIqSkoT1IOQK6qy1C11CLzLWZJF9jQBZopaSgAooooAKKKKYhaKKKRQlIzBFLMQABkk0tcH488QSoi6Rp7gzS5EpHUD0oDfRFPxN8RXS4NhoiebJyDLjI/CuHvodb1hyL66kcEZ25461tado6Wabn+aZvvNWqsCgcCs5T7HVToLdnH23hF9uCxB71dPhRPK2gncBXUpGxwBjFWo7XB5FRzNnSqcUcMvhmXkAYNRzeGpY48hT059TXof2YKM4FV5oBgmndi5Is8ybSWRmPkup9Sa09N1e90CaOWJpEXq3oa6qW0jYncKrS6fFIhjZQVIx0pqZnKhFnd+G/FFrr1suGCz45XPX6V0Oa+f5IbvwzqsV7ZO3k7vu+le16BrMWt6ZHcpw+PnX0Nap3OKcHB2NWiiigkKKKKYhaKKKRRQ1fUU0zTpLluSBhR6mvKdODX19c6jNktIx2k/zrs/Hj77KO33YyCxHrXJ6PgWoXGMGom7I2oRu7l4IeoAzipo4snmpreHcufWrcduOvAPesTuTI4oPmB7YxirixYpyRBeamGCBVILlcISOlRvBu61dzxwKbimFzGng2twDVNgQc4wK6CVFbk4z2rNuoQASBn6VLC5kXtslzavGyggitDwBO9pfGzO4JIpAB9RVdhgE9qXw3Lsv3b+KOTIHqK0pvocuIjpc9OopqOHRWHQjNOrQ5AooopiFpKKKQziPF4M2oFeAFjAz+tc1p6FCylt1dN4rGy/BbAVlBrltNYzI8+CNzHH0zWdQ6cNqb8BwAOTV2MlnwAB7VirJPgLEfnboT2q1DFfW+Crozd81mkdZteS3elEZBqrFc3Kj96vNW0nDqTxkVSDUaFbNJtbOBTjKVUniq0t4QCUQscdBQMlkBA5FUZhlSapy3WpTkqqpEpPO45OKh8u5t5MtJvU9aTRNgmTCsc9araQhS6cgnB/SrcpJQgiq+nMY3Kj7xPFVBamNb4T0qzGLOEZz8gqxVawBFjDk5+UVZrY4QooooAKKKSgDzTxLe3d/qrgBVht3ZW45wM1naUpFnGh6gZrR1IA6zqUZGBuaqdgojITsBisJO56VOCW3ZFkv9mYylScDgCsfVdW1mDR5NQt4zyxAjAJIG0kZx6nA/Gup8gSlTjgVMsUaDaUBX0pLzNXe2hlaHeX0um2093w02flIII9CQelaS3G1/nUA5xgVOxQrhEAI6VkTuRcKoPQ5ob7BBdzUlu12qq8E1Smv50i2RqvmNnb71VnmKzJnpmtOGNHjD7c0k7jkrI4rTdc1XWr2eBYFjMQYsckbcAeoxkkkfga3bK4nm2wzrhx1NazxooIjjVSepA61F5G0hgBxVO3QmN7alef5S2aqQCWWCQxvseNwQcdqs3J5PFMsiRBMe5OBTizOpG9jtvDd1Jc6UDKcmNigPsK2KxPDMZj0gE/xOx6VtdRWq2PPqWU2kLRRRTICiiigDzzxQFg1yZCADKoYH14//XWTbNtcGuk8a2im6t7kjohAPuP/ANdcvC3zD61zz0kz0qMrwR0cMo2Cpc7iKyYJcSAZ4rUBCoCaDotYbczpbQlj16CsyzVruY5GGNT3v75OeDnisy2TUI70zCXdEB/qwoGPxotcd0luX7+ycR+Yf4TSadqSq6282AT90+tMvReXULRxtsYjhj2qla2LCJVmkZ3U5Vm6g0coKUWrNnSzR55FVy6qcGn2lyXhCSD5xwapXjYfg0xW6Fa5cEmo7SQLMAecnpTZiM1c0W2W7v44z3YZPt3oS6Gc2krnoFhB9nsYYv7qDP1qzSDgUtbnkt3dxaKSigQtJRSUwMbxDpcupW8Swhd6MfvHAxXnoRkkZHGGVipHuK9brzXXYPs2u3S7cBm3r755/nmsaq6nXhpu/KRQ/NIM1qbxt5PAFY1s37zr0rQDeYhGelZnot+6On5zzREQEwCAcVl3qzyA7ZWQf7NUYtOuc7hcP+Jp3M40lJXbOizjJJGPc1A7R5ADDOeoNZsllcGMKJyD65qomkypOZDM2fY4p3G6UV1Ok3hLnIPykVHeD5tw6U3T/wB5EQ5yV702V9yY7jilccNrFRsbulb3hSwee9N15gEcJ+6OpOKwyuc8V13g2MjTp3I4aU4/ACqp6yOavK0HY6Wikorc84WikooAU0lGaKACuK8bQCO6t7gMMsu0j6V2bSLGpZmAA6k15V8UdWa1ewuosmNZQrc9QeP61M1dGtF2mhLc5ORWhbPzg1kWcgxV9HIOR3rlvY9WxYmA88qMYPepVNuoGTk+mKpJJufJPIq3FGgQsetNMTWhIHtx1U49cUyVUZMrUh8ophqqOTGGwcqelUxKxJYlVRhnntUBJEhApiNg8GlHGWP40hjZW2g+td14aCposCA/Ngsw+przy4mABOeK7HSbhhZwzRnqorWkupx4l6JHVUVTg1GGVhGzBZMZ2nv9Kt5zWxxC0UUUAQy3MMAO9wPasm714JuECdP4m6VmuxOTuJPvVHUMpbHJO5uvPQVNxFZNVudd1mS1kcm0gUPJ6Mxzhfpxmqnj3SjqPhyRkGXiw4wPTmoPAE32/Tb+/UkxzXjiLP8AcUBR/In8a7AQrPG0LjIIwaJLoODtK551bOVRD2KgjFXluGIOD70osVgnn0uT5Xh+aH3jPT/D8KoyI8UpRjtYeveuR9mezFqSujRRs5+Yq1Paa5UZC7gPSs5JGADZ/Wnm6kBO04xQiuW5fS4nc8Qv+VSNvI3OQD6A1lLqTKAMt+FPW5llJwp57k1TDkL2/aQFGKjlnIXYDknrUe18Zz16mlhtnuXCQjI/iY9KkViExPcsUUE5GB9TwK76ztTa2UUOc7VAz9KxdGtYpNVFvGdwtl8yU47nIA/ma6dwBn0FdFJaXPOxU7ysjD16GRdPa8hH761Pm8dSo+8PxGat2WpSNbxTQzbopVDqc5BB5qzdbWtZlbG0of5VxfgO7kuvCGll+SFZAfZWIH6Ct+hyX1O+j1fbxKmT6iis3cCx4oqQuQMS0oXjFY2u3YgtrqZjhYoXYj6A1swg7y3HHrXP+JbOS70zULeNN0ktu6pg9ypxUjE+GUAj+H2nEdX3ufxdq6zJjYH3rmfhtMY/A9hbyxvFLCGR0kG0j5ie/wBRXSTyIFBZhnPrzVS3JRznju2mi0+LWbFWa6sjuKL/ABxn7w/r+FZdjfWXiCxjmUhXI+Zf4lPpR478QaxpmnutvZwtZSKVkkYkuM9wBxivKdI1mSzvzKjMm85zng1nOlzK6OzD1uV8stj1saQ4+7IGHvxUq6PJj5lH4GqWk63Hdwqdw3fWtn7Ru6GuRnpalVdEYnhUX61KNGdRjzUqXzWJGWNKZCo5amg1IV02NG3SyllHboKp6hqxtttpp8W+eQ7UVR3qaa4knmW2tlMkz8ADt71qWOgpZMZsCW9bjzOy+wrWEbmNaqqa13LXhvSzpFjIssxkuJn8yaQ92wOB7DGK2C4ZflPWsy+WG6h+zt83qQeAaxbfTruzuCbW+mRM52E7l/I10pWR5MpOTuzpLw4tJv8AcP8AKuM+HA/4pDT+OAjH83atjWLjVRo93HbWqz3LRMIgrbeSMc5pnhHSJtG8OWVnOuJo4gJADkBupH51XQnqbITc5PY96KI+p9KKQyKM8NjqKc6KyZZRkd6KKgYxYUBJAH5VMY8JnAGKKKAK1zYw3sDxzqGVuCD0rzHXPBkNtM9jEsapM2bWXHMcnXYfVT+lFFOJJwWm65cadfNASVkjcoyZyMg4PNeg6R4oF0qk5HtjvRRU1orl5up6ODnLm5eh0kWoJIuQDxUVzqDEpGg+dyAv40UVyo731Oo0vT00u23cPcyf6x8foPap55yR5ERILdWoorsSSWh4dSTlLUdHAFQKG9jxUixBemCaKKZA5Qc9BmnkDHORRRQAwrsXNFFFMR//2Q==) | ![ORCID](../images/orcidFav.png) PROFESÖRKIRŞEHİR AHİ EVRAN ÜNİVERSİTESİ/İKTİSADİ VE İDARİ BİLİMLER FAKÜLTESİ/SİYASET BİLİMİ VE KAMU YÖNETİMİ BÖLÜMÜ/SİYASET VE SOSYAL BİLİMLER ANABİLİM DALI/ Sosyal-Beşeri ve İdari Bilimler Temel Alanı Sosyal Politika Çalışma Ekonomisi ve İktisadi Demografi ; Refah İktisadı ; Sosyal Adalet | fazilyozgat[at]gmail.com | 35B22DF22DC88E16 |
166659 | ![FERDAĞ KAHRAMAN AKSOYAK](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRKIRŞEHİR AHİ EVRAN ÜNİVERSİTESİ/EĞİTİM FAKÜLTESİ/MATEMATİK VE FEN BİLİMLERİ EĞİTİMİ BÖLÜMÜ/MATEMATİK EĞİTİMİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Matematik Geometri | ferdag.aksoyak[at]ahievran.edu.tr | F1D959142AB3EF81 |
103207 | ![FİGEN TUNCAY](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRKIRŞEHİR AHİ EVRAN ÜNİVERSİTESİ/TIP FAKÜLTESİ/DAHİLİ TIP BİLİMLERİ BÖLÜMÜ/FİZİKSEL TIP TEDAVİ VE REHABİLİTASYON ANABİLİM DALI/ Sağlık Bilimleri Temel Alanı Fiziksel Tıp ve Rehabilitasyon | figentuncay3206[at]hotmail.com | E3FD1A1472A94538 |
19965 | ![FİLİZ NURHAN ÖLMEZ](data:image/jpg;base64,/9j/4AAQSkZJRgABAgAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDAxNDQ0Hyc5PTgyPC4zNDL/2wBDAQkJCQwLDBgNDRgyIRwhMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjL/wAARCACnAIcDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD35fuilpF+6K5Lxn8QNK8H22JWFzfN9y1RsH6sedo/x9MkAHV7hnrXN6n8QfC2kLm51i2Yh2QpA4lZWHUFVyR+OK+cfE3j/XvFLuL68ZbVulrDlIsZz93PPPdsn3rlPMIyF7+lFx8p7V4l+OEtxut9DtPIQniefl+n90cDB+owK89vfGmt6kWjl1Kco5DMpkJAOMZGTxnknGBz9K5kDdxn6nrihmCrxgKO9S5MaijSm1S5OQ13K49C3H5ZqGPXru3bKzlsMCN/zAfgePx6+9ZEsx5wOPeqRdiTyBj3oVxux2q+PteF1FcvqUjSRY2M+GzgkjcT97qeWyT0Oas2XjW8XxFJq8+2VnmMkkZJAOc5xz78fQVwKsxIOeatRFivJxk9Kd33Fyo9yvfilpp0+AB55JGXMnlJgg9cZJGPQ498epg0v4peFLa48660O4aVGLJL5UchU9c8sDnpz7CvG5ZlxjfjnoKhJOPlB9+M5qudk+zR9W2Pi3StYs57jT76OWDBGc4+bGcENggnBx/+quE8TalH9ndEbczvxivE7S7uLOfzYmZG6HA6/wCcfpXXQas941vlyQcHB7GplIFCx3fhuIxafJOy4LMdua2JpPJgUH7x61CmI7eJFXgAEjpVG8uhIcZoWiIbuyjqzSTRBY+XY8Yoq1ZRG41FOMrGhJ+p4ootcD0rxv4xi8NaTI6OfOK/w9QSOO3U54/E8gGvmLUrybVdVnurgrvlkLsQQepJxnueT79c11XxG16XVNaa2WVWityAxV2ZWkx8zZYA9c9vXHWuVjUW1rK+I/lG0EHIY7uT16+3oOnehs0SsirdlYXaOLnoWZuP/wBQ9qowEiT7wP096a8pkZ8ncc9/StKwsC0Jnfhc5APFJuxSVyJuFC4/Gon+Yd8VPIMoWzgZ7e//AOqm7fkGByTwKkqxQkjYjgZPakh02eYcRnmtu0sfPkGBxXXabo+1QdmeMZxUupY1jRcjgF0mRfvI30pslo6HhTivVDoqOuSmPwrG1PRFjTlMjoADSVW4pUWjzyRQpAOc+tNUENzj6Gtu+sERjtG0+g5rHmhKdAR9RitUzJqwADoSc+3arenXRtbqOXJ2BgSPxqikis2x/wBacRtYYY+mfShiPZrfV2bT3uPlZWOyMrgZHrgAY6j86dYQPduZGyF715roWs/Z3+z3DN5TEdxha9T0e5UxgKQ27+7+lNMykrG1bQR28eFHPeipFIKZFFMk8Jup984kK49B6ccf4/hWdd3JfEa5CJwMfz96fPNuK9z/AFqswCxHgE/SpOgm0q0a7ulUKdoIJrr9VjW00+OJAoBXPXuPSsrw1EkLec/GR6gU3VtRWeZghyg6cf596zesjRWUblFQzMBu4OMj/P1qWBPOlBAyo4/z/ntVR5wZmCnqMYrf0CxMpU7ePXFOTsgpxuze0XTeFJXP4V2tlYKi5YYNVtLsxGi5Ue3FbDsq4IPsK52dluiIJYdo4xjtWJfQK4bIroHzKvf61QuIc8VIHn+q2Pl5faCP6VzV6keBkA5716TqOmiWNju55xxXnmqWUltM/wA+Rnrjg1tCVzmqxtqYE0QBJXOeo561GZMYBGD71akOFIIP4VWdfMbkZJwMmt0c4sUhEi4JzuGMV6z4ds54bMv8yfM2ImbJAzjB54PX/IryJMq645Oa9Y8LXy3a+VCGwVLZJ9OOnb0/A9DmgmWx3FpOs0QYHPrRVW0ZYJnTbjcc/jRVGR4NChYllIyKjzncOc56VOiPGPM2nZ1JxkdaiwHYtkCoOgkNw6RbFc8jp6VXLjvknrUvkM7Er0x16ZpYrOVnzt47HFA9yzpNhLe3ACgnJ54r1DQ9DMES7lPSua8LypYzIJYA6ZC4A5//AF/pXrFqbaW2RoQMHGCe46/41jPU6qVkiva2u1CQp47YpJ3hhG5po4/d2Ap+sagLezKxIysWAyOwzzXl95Bqd5cb3Z2duoyanlRbmz0WS/t0TIuoWHs45rPl1myViDcRnBx8rVw6eHdUlUOQsaE8MzYBq6PCmqeQbh3DRA7TKFZl3HoM9AeafIu5HtH2OoluI5lLIysOhxXN6xYLMh2jn8qqRR32luZGBMZ/hydp/Anj61qQzfaVDjoRU25XoNvmVmeaX8ElvMwZTVTOQTu6dK7vWtMSaFjtwR3rhJozFMw5BB6V0QldHLOPKxwIG1h1zxjt0r0Twck1tdRTKmI5lcEZ7YHOPqMV51t+ZW7E9PSvRPBl9AIvKkKo/QMe+e38qozlsdy1yVBJA+tFU7qQKm0H/GimZHjcN1GlpcRMW2+VmIHnDEqD/I1paB4bu72Majcn7PYgEBmXLSEhsbRxnkDqR171RaOISKwj+Yc8jIH4d67xZry40OF7fyRZCGPaig4QhQCBnnhsj/HrUsucpJXhuXdH8NaZFbW8rpkyoATKc7j69OPpz9TW42g6XNab4FEbqeSsWQR9P8KyLmK/jt9Ke1xGURS2TnBwKY2m3M1tIm5EV0ALOS5BB6j3rFWe7Nn7RJcqLsum24zLapH5buFUFgNo/wBpjgZz9BjPStnTL9RBsjieRx/CmOucdScVzemwPZ2rCafzUj3SOS2CFUEnqefp19Mng6Hhy6u7iKa5u2LTyuzuxGMsTz+uR+FRI6qd3ozQ1O5Dx7QmGKbmViBjkDHuec4GeAT2OKEc9vbp5pHzHuw5P3h+GQ2MfnVbWJfMvY5GTfGrDehOMjoRnBxkEjNV5Y/ONxE7Mw81iJI8AOMkfKOw/wDrjtSQ5J3saraxFEUC+ZkguscEW49OnP8ASsXUvF8OoeX5Lvsxh1nQAE845H49asHTrO5t4orkOUi/1akHjPX86iGjWWxYobdmHup/WtLxSMI0Z892xqX8OpShr1giucy3BQyNHnYC/BBbAQADnAJwMmqkkFxaKz2sSSJvOMuVyvr04J44rUh00WaeXErRluflAIA989M9PX+YfMS0ZDAcD0rNy7G6h1MCe6eWLEtrIhI5YMpA9uuf0rz/AFaRGvW2g4B7givTigMLDjIrzfxBEBfNgYrWk9TGtsZ8bhjt7V0GhXAWcRy8KVK5NV/DkkVok800RfoowAcf/Wq1fLDY6nDPbriNwJFAHA9R+n61o5a2MuR8nMdraXpkUb2+YDkM2aKwYLyMMRHJy3PB6H6H2oqkzFo5lLXUN3zKoXPPQV1ng2a7Se40qQA27oZlAA3BuB17gjHBPYYxznEGm3mCWt3wBk81teDGCaweg/dEfqKVR+7oaU1eVmehMiquCrsCOqoT/KoWiikB+efAHQoRn8xW7YxK6DI61PMlvCpdgAF5zXIkeikjlV0+S6KxrCbeE8uW5dj29QMdfy9MHStrZYkZEGFHyjmkfUTdSstvhYkzlsdfYVcSBPswbzACR6jrRZtjSSOfvIc3XONpqxHYvGF8gBl6gMM46/45xVO+DG7GxwVHoaSS/l0y4haOTcshwVoKauaC2d64wWiU9/3J/wDiqtizuAikPtx1CLjd+fP5GrtlqMV0BuGx8DINXWddvX8BTtcnRdDAkgEaY5z3zyT9fU1kXWADgc98Vv3hByeuRxXP3LZzzmpBmXuBYj8a5DWrLzbsvjoCa6s7hPg89azLuEC4Vm+6Rg5+lXF2MJq5n6PZxS2kkKLhnU9fWszWpdtzbwA8xxA8dif/AK2K6DT7dbe6yOV2k/SuQ1GYT6nNIpyN20fQAD+laR1kTU92Fixbyyu6oitvAzlBg0VXs3ZZlKgE/XHaitDmZ6jKisDhOMY6VQtLKy07V42t02zTFi3zHpj9BWjLIEjckHAB4BrGE+NdsTIRuZ2BHp8pA/nWb2Kjo0ejWVxtgUZ5HWsvXNQeQC3iPzucDHamwSN5eATx6VHb2xluzPICdoIGawuegn1HG2kisfLgcK+3gkZ/Os+S4voowGBfH93itW4uoYB+8cKo6ZqCPV9PLFSz+uccVSFd9Dmo4tXuH8zzBD82cKmSfqT/AIVpW+m3E1ykl1MWVeVGO/vWu2qWKfxFj6AYqk+tW2Nyq4GODjIpu4k2jQI8sAo3zCrkF6zIAxOR15rDt9Tt5ZiElUj64rTZAV3J6ZqdhpiXdwNp5rJB8xmPvVu4jdkHQCiG18tM+nvU3BmVPFhiaz7uJJeGGRWtfkIDxmsG+u0gjMrn5UG4/hVLUzloVtav1sLF34X5diL6k9K4JWORVzWtYfVrlW27Ik4Rf61Q6dq6oR5VqctSfM9CeN8HOOR70UyMbnOM/hRVMi56zdsAnI6kkDHpXKahdfZ72K6YH93KrDntkZ/mK6GV/NkLrgxjhT/ePt7Vy3iFQhRByTg/5/Ks0M9Us9rY4yp5q1cxtDHmMfe6VynhHWFutOhR2HnRKEf+h/KuwLC4hABziuWSs7HdGV0mcNq1jqT3aTTy/ut2VjU4+X0z713dnf8AhJbWGCS0QM6qObYnB5Jy2P1JqnPbJcwiN+3SoINLaPgSZX6VpCegpU4y3djp7ebwoGuDb28fyhSGFqxGG4HO32rNm8RaPEkcMdk6qbYxlVVcIQAQpweT16ZHB5qkbFAMbST64HFVJdMUndICxqnNdDNUI3u2c/fpHqksflWcduka7N0YAJ6c5A68frW/oqTJbtbysXxwrMcnHvTVtQOAOB6d61baNbeHzG+8fWspyb0NlFLYZPEgwo6jnNV7qRY4c8EU24vVkmbH3R6VialqGEbnA5pJA2UdTu9zkD8MVyuu3R+xyLuwW+UVfuLncS5P4Vy+rXJlkEYP3eTW8I6nPUloZXHXt0p2eeetLgKPpSIOSDXQcpIvX3+lFIpwcDr1zRRco9S3L1PQfMf8/T+dctrYMt2p9+ldLKTuZVxlmzn2rm9cUpI4zzn8uP8A9dZIZU07VG0u4SePO3GHX1Fen6LrEU8UUiuGikAwa8W8zMG0nvV7RtauNLuCFy8Dffjz+o96U6fMXCpy+h7sy5k3A8Gp4W9AK5bQfEMGowKFlBK8H1/KuitblATkjA7GubladmdkWpK5dd327toA9qoTXALn1PpVq4vU8gquAc1iz3SwnMhG4nihoasTyEKQf0qjqOqBQY1YE4wMGszUdZEakgjeegz0rnpL/LFmamoESmjoWu1jiJJ5PvXO6he+axAPFVrrUmk4BqiSz5JrWMTKU7jbmY7SR2rBfLyMxPJ6mtieM+WxPCgZJ7CsVmxnA4NbQMJERI3Ej6CpbdNzvnoKYqnbuNTwEQswfjdVkEMaliSaKs+YsYwy5IopBoejY33JPdcAZrnfE7YlO0ZbHP49K6S3H75z15/WuZ1OPzdSu5H5EJQKPUkD+n86zRRyzKyRofWhc7xx1FTyofLB9GIqrI2GGO1aokniup7OQTQSNG4PUd663TfHMyqqXYGcffXp+NcdIS0Y49TTMDaM9hz+dJxT3HGbjsemP4mcpujDEEcEEYNZFxqt5cMSz7FP51yWn6i9lNhsvCfvJn9RXWpaxXEayQvlWGR9KycFE1VRyKbSMeSxY9yaZhm5NaH2DHenpZ5OACx9qVx2KCW5arcNkXQuTtiQZZ/atmy0fewM/A/u0eJh9l0J1hyMkIAoxwTS5tbFculzidRn8/McfyxA4A/x96z5Yiu1cZ4rSjtuI1znuSaSSETynB6DHFaJ2MWihIoVc9MCqmN5561ekCKTCGBYHknjmq5jKnI5FaIhgk+wYYBx9KKTBHqB9cUU7C1PToBthbH8RP8Ah/SucvAG1meH+GQCT8cf/WoorFFGNIi7fqSf0rLuI/Ll46EBhRRWkQZIhBjGR0qEnPHtRRTJIzyfrXT+GLsSI9q+SY/mU/7P/wCv+dFFTP4SoP3jr4bSF1yQT+NXI4Y0PCiiiuY6ki0GUDaOp4rN8QKsmnSQsTlsDPoe1FFJbjex568z28ZU8Hov0quL/wAuIqud57+9FFdKVzlk7FRQSdzHnrn1qXzCR70UVtYzI+OpODRRRTSA/9k=) | ![ORCID](../images/orcidFav.png) PROFESÖRKIRŞEHİR AHİ EVRAN ÜNİVERSİTESİ/NEŞET ERTAŞ GÜZEL SANATLAR FAKÜLTESİ/GELENEKSEL TÜRK SANATLARI BÖLÜMÜ/HALI-KİLİM VE ESKİ TÜRK KUMAŞLARI ANASANAT DALI/ Güzel Sanatlar Temel Alanı Geleneksel Türk Sanatları Halı-Kilim ve Dokuma ; Eski Kumaş Desenler | filnurol[at]gmail.com | 44F32C1DDDE4E62B |
128319 | ![GÖKÇE DEMİR](../authorimages/photo_w.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRKIRŞEHİR AHİ EVRAN ÜNİVERSİTESİ/SAĞLIK BİLİMLERİ FAKÜLTESİ/HEMŞİRELİK BÖLÜMÜ/HALK SAĞLIĞI HEMŞİRELİĞİ ANABİLİM DALI/ Sağlık Bilimleri Temel Alanı Halk Sağlığı Hemşireliği | gokce.demir[at]ahievran.edu.tr | 24ACD70D7DC8CF06 |
31177 | ![GÜLBAHAR ÜÇLER](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRKIRŞEHİR AHİ EVRAN ÜNİVERSİTESİ/İKTİSADİ VE İDARİ BİLİMLER FAKÜLTESİ/İKTİSAT BÖLÜMÜ/İKTİSAT TEORİSİ ANABİLİM DALI/ Sosyal-Beşeri ve İdari Bilimler Temel Alanı Mikro İktisat Kurumsal İktisat ; Finansal İktisat | gulbahar.ucler[at]ahievran.edu.tr | EC52AF49989E6AE7 |
128070 | ![GÜLÇİN İLGEZDİ BERTRAM](../authorimages/photo_w.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRKIRŞEHİR AHİ EVRAN ÜNİVERSİTESİ/FEN-EDEBİYAT FAKÜLTESİ/ARKEOLOJİ BÖLÜMÜ/PREHİSTORYA ANABİLİM DALI/ Sosyal-Beşeri ve İdari Bilimler Temel Alanı Arkeoloji Neolitik Çağ ; Erken Tunç Çağ | gbertram[at]ahievran.edu.tr | 346DFF99CE1A7420 |
49611 | ![HACI ÖMER BEYDOĞAN](data:image/jpg;base64,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) | PROFESÖRKIRŞEHİR AHİ EVRAN ÜNİVERSİTESİ/EĞİTİM FAKÜLTESİ/EĞİTİM BİLİMLERİ BÖLÜMÜ/EĞİTİM PROGRAMLARI VE ÖĞRETİM ANABİLİM DALI/ Eğitim Bilimleri Temel Alanı Eğitim Programları ve Öğretim | | E6DBE56357AD70B8 |
111563 | ![HAKAN AK](../authorimages/photo_m.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRKIRŞEHİR AHİ EVRAN ÜNİVERSİTESİ/TIP FAKÜLTESİ/CERRAHİ TIP BİLİMLERİ BÖLÜMÜ/BEYİN VE SİNİR CERRAHİSİ ANABİLİM DALI/ Sağlık Bilimleri Temel Alanı Beyin ve Sinir Cerrahisi | nrsdrhakanak[at]yahoo.com | 06370607E44FE7EC |
118409 | ![HAKAN GÜR](../authorimages/photo_m.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRKIRŞEHİR AHİ EVRAN ÜNİVERSİTESİ/ÇİÇEKDAĞI MESLEK YÜKSEKOKULU/BİTKİSEL VE HAYVANSAL ÜRETİM BÖLÜMÜ/SÜT VE BESİ HAYVANCILIĞI PR./ Fen Bilimleri ve Matematik Temel Alanı Biyoloji Ekoloji | hgur[at]ahievran.edu.tr | 028BCE9A306BE622 |
15696 | ![HANDE KILIÇARSLAN](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRKIRŞEHİR AHİ EVRAN ÜNİVERSİTESİ/NEŞET ERTAŞ GÜZEL SANATLAR FAKÜLTESİ/GELENEKSEL TÜRK SANATLARI BÖLÜMÜ/HALI-KİLİM VE ESKİ TÜRK KUMAŞLARI ANASANAT DALI/ Güzel Sanatlar Temel Alanı Geleneksel Türk Sanatları Halı-Kilim ve Dokuma ; Eski Kumaş Desenler | hande.kilicarslan[at]ahievran.edu.tr | 3E924BF702EB91F2 |
51680 | ![HARUN ÇİFTÇİ](data:image/jpg;base64,/9j/4AAQSkZJRgABAgAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDAxNDQ0Hyc5PTgyPC4zNDL/2wBDAQkJCQwLDBgNDRgyIRwhMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjL/wAARCACnAIcDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD3+iiigAooooAKKK57xf4ssvCejSXVxIhunVha25bDSuB0HsCRk9s0Aaerazp+h2Zu9Sukt4AcbmBOT6ADk15LrHxtuftjJo9hB9l6LLcglj7gBh2xXmuu+J9V8S3rzX9yz5bKqx+RPop4Wskx7jsedlYnAAJ2mlcpROwv/iX4w1KZmj1RokQllS3j2cH3xn+dQad8VvF2mTs/9pC6UjBS6HmAe/Y9q521ijSQCRjuBHPB/p/jUGr2BicSjJV+4HB9wfyouHKekaf8dfEEU6/2hp+nzRZO5Y1eNyO2Dkj9DXqvhf4h+H/FQjitboRXzIGa1lBDA9wCRhvwr5TilcfKwyevIqxa3FxazrcW0ksUsZ3pJESrK3XII96Vw5bn2fRXl3wv+Ja6/DFo2ruE1KNDsnkfH2nnpz/Fgj64r1GqJCiiigAooooAKKKKACiiigAr5u+JWsXHiLxvPAMmCwla0gXoAwbDn8SP0FfSNeBXWnJP4lvpo/mje/lm3DHILn/P41MnZFQV2cufDsr26gIpbqCCeOvWseXTLiC5KSgbwuQO1ezwWcWQduOMcVaXSLZyMwqe+K5FVZ3OimeMWunzvInmMrH+BQT0rpBoUl/YbC4GeEYJ93nnI/rjtXojaNacEQqCPQYwakS0iiAGBgcCh1HcapJKx47d+A7u0BkMiS8/KqA9PfiqkOkNbOTJbuwY9cnj617ebdXUjHFZF7p0ZYE8YNDqu2oo0lfQ8mu7aTTpor6wZoZYZBIjA8oR9a+ofDusw+IPD9lqkH3biMMVz91u4/A5rxy60iJ955+6RzXafBhDH4Hkj+XC3kgGBjjavX9a1oVOZWMcTT5bNHodFFFdByhRRRQAUUUUAFFFFABXisKpFPIFCpls4A9z/OvYrm+tbJQbm4jhB7uwFeNyxGS4lkUpsEm4MDktk4FRU+E1pL3jfgb5eetWw7A8GsySdbaAyOcKoyT7CsaQeLr0tc6d9mghzhUn6n36GuKEbnfKVjrj5hGQxH4UhdwPmA/EVyNjqXiz+0FivLe1jiVsOfUZ7GuxDBoQxA+lNxS6gpX6EDOwyfLz7ZxVKZywwyYFQa34lt9KhMpt5JkUc+XjNcofHn2veYNMvPLX+Nk4H5UuRtaD50nY35ztRz7V0fwfjdfC127DG69bjt91ef1rjbfUUvtN+2oCqFWJVhyCODXoPwxt/s3hNkLbmNwxY++1a1wys2c+KldI7Oiiius4gooooAKKKKACiiigDj9XImv5i7fOpIUgdAK5SW0WO6EmxVMjZP59a7LxHCbe5W5VcRuMMccbv84rgrOUzz3ssjHzluNpUn7qgcfzNcNS8ZnpUkpUro25bOKeJWcA7CCoI4zWFq3hlNZs7lLyZ5ZJhhSwGYh6JxgdT6n34FdHbFWiG6pWXg7cgVOq1RVk9Gctb6H9hht4kSECFmYMseHfJyc4wPpgcVtwiT7KAxIxU07CNMEYY9OOTREsjxlscHipbb1ZaVkcNrmk3OoyPGjDBBA+YqRkcEH2qHTtK1rR7Zlhvt5KIoikcvHwuDkEkgk9cED0FdQsTrd7GB3DPHrVwIp4ZR9cUoyaVhySbuc/bae0VndMUVPtALlAchWxg49uK63whbvYa3DFFvWJtyurNkn5Sf51k3OFjZRgDkV0Hh1fN8QwtGTsClz/AN8kY/l+da02+ZWMqiXLJvsd5RRRXceYFFFFABRRRQAUUUUAU9UsU1HTprVxkOOM+teb3Fv5E/lsv71cozHqQD3r1SuG8YeUNWiVEAk8rLEDrk8fyrCvFOPN2OnD1GnydzNgyMLV5yIkPciqdrhkDenpUtywQsz5wB2rDodF7Mq3HmM2+Mjfgj5umaLW+ltIRFdAyEc71TAP4Ui30Pl8K+R1ypH86i+2WzHd5mMjG0DNOyLtN9Cob43Oo+dsKRjuRg55rVZQ8Hmj8cVjS3tkpP79B9atWkxCyKvMbpnPbNRZDu9miM4kmEbjchPI9sV6F4b0z7FZedIq+dL8wYf3SBXKeG9MTVNTcTZ8pELHb3OQMfzr0UAAAAYA6V00YfaOSvU+wLRRRW5yhRRRQAUUUUAFFFRzzxW0Ek8zqkUalmZjgADvQBJXn3i2dJPEC+WwPloqPjscn/GtbSfH/h7xPFPFouoefPH95PLZWUZ6nI6dqwdU0uS2vZJyzSQXTk5PJRjyQT6Enj8R6VnXjL2d0b4Zx9pqRWsm2Rk9s1amUyYbAx71liQ29wEkyWA6/wB4f5xV4TYO09D0Ncieh1taiMqMM7Rn1xVZo0LEGNOepNXPKBzhsGq7xMD15PU0xqT7mZNbW6y7mVWx0BAwKnjk2Iy4IJ4AqOYKW5rQ8PafJq2poiAeRCytKT/dz0/HFSlzOyHOVldnaeF9O+w6UkjqRNN8zbhggdhW5RRXelZWPMbu7sKKKKYgooooAKKKrX+o2Wl2rXV/dw20C9ZJnCqPxNAFmvHfjp4ogi0qDw7bzn7XJKs1wq5+WMA4B+pIOPapvEfx10uzE1volnJezDcizu2yMHoGA5LDv2zXhepald6zqU+o6hO091Odzux69gPoAAPwrWEHe7JbO2+E/iaHRtcOnXOyO3vm/wBaeofGAD7dh9fevoLYskZRwGRhgg9CDXx96YP5V738LfHY1qxXR9RkRb21RUid5ctcLg84PJIAGevXNaNaEnSar4dLxAQB3iU7gFPzofx6jt6/WsFJWSPy7jafR16V6MKyNU0G3v1LR4gm/vqvB+o71xVcPfWB108RZWmck0zqv7vDCqNxqF0mRtX860LmxnsZilxCyqDhZF+61RSWaOvmKyN7GuV3WjOpWeqMRpZ5UO8dT+FeleA7H7Nor3LE77hs8+g6fzNefzBVVndlEcYLMa9H8FM7eHoi7lgQHUH+EMN2PwzWuHV22Y4l2SR0dFFFdJyBRRRQAUUUUAef+Mvixo3heWSygVr/AFAAHZERsTIyNzf0FeCeJPF2seK51n1a68zYMRxooVEHsB/M5NYXelrpjBRMm7kMvCE9Mc0wPUzLn8ag8vDkKT9KbQEm6tDTp5tOvYL6Bts8DiSM+hHrVOGPZyxyf5VYBqku4Nn0/wCFPEcXiHQrW+VGQyAgqxBKsCQR+nHtit/NfNngTxSnhnWibp2Gn3I2T4ydhHR8Drjp9Ca+iIJyPkc/Q1Eo2Hclnt47iJo5EDKwwQa5jUtBW3WSa037QMmEfMfw9a6LUdRtNK064v72YRWtuheRyM4A9u59q8J8QeN/Efia5uL/AEuS8s9JtRkLA20qpOA0hHUn07D6E1nKiqmjNI1JQd0dlqeh6nqcS2FtbrFA7I008rgDaDkqAMkk4/XrXd+FdRtGur/RomJuLBIWkBHGHU7cf98n9K+f4/GFxp3iKx1G3N5dhOJBfz+Y5VshwCuBjBBGR1Gaf41vdS0L4hrrtlOYkuljltZl7hVA5H9D60o0FTVkOpVc3dn1JRXkHg/422d0v2XxQEs51HF1EjGN+ehUZIPv0+leuRSxzxLLE6vGwyrKcgiocWtyU7j6KKKQwooooA+JgadT5Y9pyKYDXaYiEVEysrF15J6j1qekxQ0ARuHHB/8ArU7ODURUq+5evcetOLZXPegCdWzXs/ww8VnULA6Pf3Re+t8mFpG5ki9Mnklefwx6V4kjYNaekarc6Lq1tqdpt8+3bcAwyGBBDD8QSPxoeqA+lJfL1S2ubO6hWSFlKFHGQykEHI968K8R+HL7w5rj6XZ/aBp10N8MjybUk7lCTgfLkjBJ4574r2uwvor62sdRgBWG7jSQK3UBgDg+4zg1558WLgtc2FiQjoS4O4Z2HKnI98EDP1qYN30GzjtH04eJWstGiiSJmklZr9IyxH7tiFbtjIHeu98S+E/7a8BWvmbjqOm2eUZV3F5ETDJ/wIpXI+F706N8QdPsoL9JLGSfYzxr8khKlRjPI5bFe4qETKqgUEklfUnrSm9bDWx8pIRJGp711vg34iax4Pu41SWS507J8yzd8KeMfKcHaenT0rK8VWEeleMNVsIo/LiSYtGnorAMP0asdxn5vzpbiPrzw54x0XxPZQTWN9B58iBmtTKvmxnuCvX8a36+KrC/uNOvYbu0laKeFw6OvVSDkGvor4Y/EpfE8aaRqbOdXRGfziqqkyg9sdGAI4x2zWUoW1Rakel0UUVmUfGTKTwarMu18evSrO89GH41FcA+WWUZKnNdzMER5pduRSHlFcDhhmnKaQxoHNJIMDP51KR3pjc9aAIe9WYzkYqtjacdqmjbFAHqfwm1v57nQLicYJ+0WiEc9/MAP/fJx9af8XIY01Cyn2MZJY8KQcAYIzn14wK830+/fSdVstTjBZrWZZdqttLgHJXPoRkfjXrPxBGna7oej6mNRWC0dXaOURmTcSoITjvwfyNJaSH0PLNWjv8AQ0ktLqBY2u4kkBJDMqhsqylTwcrXuHgDxGniTw7H5jsdSs0SK7VuSxx8r577gM/XNeCOfmSe8hlltsFAcn72OAD7ZBxXafB/U/7N8SS2FwJEGpxYiYjCsU3EH37gfU1M9xov/GbR4obzT9biGGmBtpvcjlT+Wfyry6vefi1pf9oeCZp1OJbGVbjAH3hyp/Rs/hXgxPQ+tC2ExMVLbXM1pcRzwSNHNEweN1OCCOlQMcNRnNAH154L8VW3jDw7DqUGFkB8u4jAI8uQAEjntyD+NFeJfBPxJLpviwaQ7/6JqCtkM+FR1Qtux6kLiiueUbM0TPPfMCvsJ/Slf7p5oorsMiC2bzIZIyOYzj8D0pBkGiiktgJQaaw4oooAhcZHFOiOcUUUmBP1Uiupi1b+0vh1baIq4uNP1WPbno0cokA59dzH8MUUUS01GjE1GO8t7h9AmlQJFdcgAFRIfl3A4zjHb9Ku+Gftw8eaRYtOmdOvdo4wNofDgEDJyM4z+lFFTIpH0JrFhFq2j3dhMPlniaM8+or5UjO6JT6cUUUoiCToppoPNFFMRPbXU1nOs9u5SVfusO3GP60UUUhn/9k=) | ![ORCID](../images/orcidFav.png) PROFESÖRKIRŞEHİR AHİ EVRAN ÜNİVERSİTESİ/TIP FAKÜLTESİ/TEMEL TIP BİLİMLERİ BÖLÜMÜ/TIBBİ BİYOKİMYA ANABİLİM DALI/ Sağlık Bilimleri Temel Alanı Tıbbi Biyokimya | | BAD3F41F81BF846A |
118766 | ![HATİCE ÖĞÜTCÜ](../authorimages/photo_w.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRKIRŞEHİR AHİ EVRAN ÜNİVERSİTESİ/ZİRAAT FAKÜLTESİ/TARLA BİTKİLERİ BÖLÜMÜ/TAHILLAR VE YEMEKLİK BAKLAGİLLER ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Biyoloji Mikrobiyoloji ; Bakteriyoloji ; Biyoteknoloji | | 3CE1AC4634CAF428 |
3066 | ![HAYRİYE SAYHAN](data:image/jpg;base64,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) | PROFESÖRKIRŞEHİR AHİ EVRAN ÜNİVERSİTESİ/EĞİTİM FAKÜLTESİ/TÜRKÇE VE SOSYAL BİLİMLER EĞİTİMİ BÖLÜMÜ/SOSYAL BİLGİLER EĞİTİMİ ANABİLİM DALI/ Sosyal-Beşeri ve İdari Bilimler Temel Alanı Fiziki Coğrafya Türkiye Fiziki Coğrafyası ; Klimatoloji ; Ekoloji | | 77136DAE95B9C74D |
108947 | ![HÜLYA ÖZTÜRK](../authorimages/photo_w.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRKIRŞEHİR AHİ EVRAN ÜNİVERSİTESİ/FEN-EDEBİYAT FAKÜLTESİ/FİZİK BÖLÜMÜ/YOĞUN MADDE FİZİĞİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Fizik Yoğun Madde Fiziği ; Malzeme Fiziği ; Nanoteknoloji | hozturk[at]ahievran.edu.tr | 3039EF09D813D1A8 |
47929 | ![HÜSEYİN KURT](../authorimages/photo_m.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRKIRŞEHİR AHİ EVRAN ÜNİVERSİTESİ/İLAHİYAT FAKÜLTESİ/TEMEL İSLAM BİLİMLERİ BÖLÜMÜ/TASAVVUF ANABİLİM DALI/ İlahiyat Temel Alanı Tasavvuf Tasavvuf | | 5838F61153F21C43 |