117357 | ![ÇAĞLAR ÖZKAYMAK](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRAFYON KOCATEPE ÜNİVERSİTESİ/MÜHENDİSLİK FAKÜLTESİ/JEOLOJİ MÜHENDİSLİĞİ BÖLÜMÜ/GENEL JEOLOJİ ANABİLİM DALI/ Mühendislik Temel Alanı Yer Bilimleri ve Mühendisliği Genel Jeoloji ; Deprem ; Jeomorfoloji | caglarozkaymak[at]aku.edu.tr | 02969469FB72D045 |
10558 | ![MAHMUT TAHİR NALBANTÇILAR](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRANKARA HACI BAYRAM VELİ ÜNİVERSİTESİ/EDEBİYAT FAKÜLTESİ/COĞRAFYA BÖLÜMÜ/FİZİKİ COĞRAFYA ANABİLİM DALI/ Mühendislik Temel Alanı Yer Bilimleri ve Mühendisliği Hidrojeoloji ; Uygulamalı Jeoloji ; Jeomorfoloji | | 74D9256E90816A2D |
133403 | ![CEVDET BOZKUŞ](../authorimages/photo_m.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRKAFKAS ÜNİVERSİTESİ/DEDE KORKUT EĞİTİM FAKÜLTESİ/TÜRKÇE VE SOSYAL BİLİMLER EĞİTİMİ BÖLÜMÜ/SOSYAL BİLGİLER EĞİTİMİ ANABİLİM DALI/ Mühendislik Temel Alanı Yer Bilimleri ve Mühendisliği Yapısal Jeoloji-Aktif Tektonik-Paleosismoloji ; Jeomorfoloji | | D4988302AB71B353 |
30671 | ![MURAT GÜL](../authorimages/photo_m.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRMUĞLA SITKI KOÇMAN ÜNİVERSİTESİ/MÜHENDİSLİK FAKÜLTESİ/JEOLOJİ MÜHENDİSLİĞİ BÖLÜMÜ/GENEL JEOLOJİ ANABİLİM DALI/ Mühendislik Temel Alanı Yer Bilimleri ve Mühendisliği Sedimantoloji ; Deniz Jeolojisi ve Jeofiziği ; Jeomorfoloji | muratgul[at]mu.edu.tr | B61F2F63409AB55B |
19592 | ![MEHMET AKİF SARIKAYA](data:image/jpg;base64,/9j/4AAQSkZJRgABAgAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDAxNDQ0Hyc5PTgyPC4zNDL/2wBDAQkJCQwLDBgNDRgyIRwhMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjL/wAARCACnAIcDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD17/hA/B//AEKuif8Agvi/+Jo/4QPwf/0Kuif+C+L/AOJroaKAOe/4QPwf/wBCron/AIL4v/iaP+ED8H/9Cron/gvi/wDia6GigDnv+ED8H/8AQq6J/wCC+L/4mj/hA/B//Qq6J/4L4v8A4muhqC4uILS3kuLiZIYI1LvJIwVUUckkngCgDE/4QPwf/wBCron/AIL4v/iaP+ED8H/9Cron/gvi/wDiaw9V+K/hzS2KW7TXz4O1rfaEYgkYDMRkcdVBHpmuXvPjTfyWrNY6NbQSI2GM85lX8MBP50Dseif8IH4P/wChV0T/AMF8X/xNL/wgfg//AKFXRP8AwXxf/E15LJ8bfEMUIZrHTCcgEiGTHbPAkJ4q/H8c5fs7F9MhZixVZlZhGCDjkcn8yM5FFgself8ACB+D/wDoVdE/8F8X/wATR/wgfg//AKFXRP8AwXxf/E1xOk/GWyuIbg6j5UFwFJhjMTiMnsGdDIefZCB6mus0bx5oet6lJp9vcKLuPrH5iMHGM5QqTuyD0+96qMHAFi3/AMIH4P8A+hV0T/wXxf8AxNH/AAgfg/8A6FXRP/BfF/8AE1upIrjKsCORx6jrUlAjnv8AhA/B/wD0Kuif+C+L/wCJo/4QPwf/ANCron/gvi/+JroaKAOe/wCED8H/APQq6J/4L4v/AImiuhooAKKKKACiiqGq6lb6Rpdxf3RxDbxl2wQCfQDJAyTgDnqRQBzfjnxlF4atorS1uIP7Wn+aNJI2kEaZ5dlXHBwQMkZOSM7SK8S1XX9Xu28jVL65uojCFi3yiVFA6EgBSWGcbjk85Oc8r4h1y+1zWLjUNQuQpMg8qOQgrCvQBOenuOvJ4NYcE86ySbGUs6lcgjlc5wcnkZ5oLSJru6keGTMjSqhOA7FgqkkZ3dgcHr7cYrEvI4nZcERspyu0H5GA6EdOMf5yK0BZyTKqrGzOucEJ6j9O/amy6Vqbg/6HOQMZO09vfHPHr6CmpJD5W9jNaWRUZTh5M/K4GVYf3TwcE4/Tn2ijkEzfu0cHsV+8p479uSD7c+gzqWug313IFjgkJHQY6Vdm8Naim4vaygE8Oo4zRzx7h7OXY563uVgKRuDsXkEZ5HOSO+QOvsPwrXikdGV42YDG/DHkdzj8Dz7Zp50JoZAzxyttw28An0wfxwT9atCBLe5ZJk3RIu1hnggDbgfUc/iaOZMXK0eweB/HM2Lex1aaSQP8qXEpJIbj5WPX6EjqcV6mrBhkHIr5k0u6VPsayjdJvAkJ7AHJP1z6+gPqK968KakdT08zqCIyqjnGd4GDn6gKefWpE0dHRRRTJCiiigAooooAK4D4ozSro1vAZmitXZ2nKsBnAwoIPUAtu+qjnse+ryj4izzXmuCASOkFkoAAYf6wruLDAJzgqP1+qZUVqebWWmf2nfRW4BctkA528D3/AM9a6tfBUi7IWiR93WTHQd+D364qrp0kceuQrGiByAWaOQSAk9ACOw/z7elL0HHb1rjr1JJ2R6OGpxa1Mmw8M6fbou6BHZehIHH4itGSyt+FMSEduM1aXGOT+FRSMAev0rlcmzrjFbIhFlboQwiUH2FQyWyOSpjBU4+tW9xzg9Peoj978e3ai7LsZFzodrJy0SkdDxx+VZV94dgaBjGrLNgnI5z+BrqXPykkn6VUmYMGGefpVqbRlKETzCKBba+a2YQkEswWWPKse4z1B9DnivU/BWp2ItFVlh2PMImbADRTMcBCOeuRjnPzDgjJHkmvN5eoSAhlPmccjOecY+h3H8q634P6yDrMulXOB9pQtCcvksmCAB0xjcc9OF75z6UNYpnk1NJNHuSqFUKoAUDAAHSnUUVRiFFFFABRRRQAleJeIPNvPFV+s8pk2SybEYHChXIGMHPT8K9trxnxCHg1zVJFBkLSvuAQEld7dSewxge4x2wZkVEz/Bdm1xdXGpThGw5VGA4/D6dK6e/1eXc0FmpVxlSxGD+FReH4BaeHLXyxu3RBxxjOeR/OsbWL6/SdbTS4mZm5nmIHyjPYHGePcZ7eo89vmmetBcsEkVb7xJr9oTsiEqr/ABMgAP4A1asPFt9MsZuLYFiQuV/z/nmub1XT3k1RoxNdz2vyYlmaMso/jGNuSfQ+3fPEukRTRXf7tpfLVwAp7jPpzitpRXLfQiEpc3U9K+37bYylflHIzxmua1LxfLbREpbbnLEYI7g/554rpbjabfoQNmcZrzLVZZ5LmULlV3EAgZGPc89fpWFO0mdFRtLQ1LbxfqV0z7bYLEPukKxz9K2LLVTcJtuv3cnIDH7rVxiX+qWupCytnEsBYbblkKgcjuc46+nGDWtYaqmpyPDPEYbtOCB0bH6fQjg/oN5wSWxzQm29zP8AF+n7boSMB5U4+bCnIPU/oO/p2rL8JTTWXjjSXtpcuuoQRFVPSOR9j49c5x9AfWuz1+0F/oE6shBCbxx0I5rE8F6bFJ4u0aVnV0edXGcjaykNkfotbUJXjY5cTC0r9z6NoopK2OUWikooAWiikoASvF/iFPbO2oCKd9yzENGCflPfHTr1/Dua9oryf4hadF9m1iRDsYFZt2O4UE/mC351lVlypPzOnDU1NyXW2hq2kQfRbNdvHkJ/6CKqNZlEKqgUZzuHWtiKNY4lQH5VAUA+gFEm0LgDp7V5rep6sFocxLpSNwGkbccYLYGKs2GiQRHeF3EnnA4+laMrJbQl2+vPU1JprNJCs8jhQxICenNNttWL5UtRt8g8kDGOD0rmLzRkuMOByMkZNdbc7iGOVHbkjqKx7iRrZlL4aNiQQDQrrYGrrUzI9JKoFVhgdN6DP50x9LQSLI2PNHRxW+sSSKGi5B5zVkRIqbStU5tkuCRz9+vl6LeFwdogfI6cbTXP+EY1TxHp9xcSYit5lZ2QEqoVCeeuedo4H9a67UIlayuIcYDxsMdcjFc3YaYE0e1VSGFzsZtp655H862pVOSLOWrR9rNJ7HuquroHUhlIyCDwRT6ht4VgtooVJ2xoEGfQDFS13Hli0UlFADqQ0UUCErhfFkFwmqxyQxGVW2uV9MHv+Vdz3rC8REL5LbRkhhu744rDEK8L9jqwknGqrdTHVsf402aRUTcT26imK4KBxyCPzqOcGRBtJ2k15zPVgUZn+0Pub7i9OMZNZ93avI6SROyKhyBkjn2xTL/VfsRCx20kxDbSqKOlNgvtSu1YraiELnCnqRj8a1SsHvTdthtxLdzxFVnIbkMVGDj6+tR2UTxgJNNJMM/KHOcf1prHUEY4tYwRn51Q5/lioG1eS2bF1bFlA/1kfJH4df0q9LWE4zWtzfsH+zSGMsAjHIzWhI/QjpXOWOowXsauhAO7aVZcNn6fWtrDDbkc45OKykrMcZXV2MnO9CGx+dUPCkCXFxZ2dt+8it5FCtj+FWzk/gKuyeg7HrXR+DtOghWe5jRFAby1VRgDgEn61rSjzNI56tT2cZM60dKKKK9A8kKKKKAFpKWkoEJzVa+sIdQtzFMDjOQR1FWe9FK19GUm07o4m8t1sLx7ZfuKBs4/hxxUJJCcjJHzA+pq/wCKzsvIXHLeXj9TWAt4hViSRnrk9a8ytHlm7HrUJNwTYeSPNaR/ftTbkkRBN7KDnGOanSSOVNwYAHGailY4KllBB65/p+dQk7m3MrWMhUka4OS+wcg5Iz65q4sPBRmL4+YE1KWTJBJ4Hpio8sF3bgcjoDxWkrtExshkUMaXCnAGD0q85DZAPGPWqJkGF9T78mnvchQxJ4HpmoSY5SRfstPn1KVoYRllG7oOmR6kV2+j6d/ZtkYSwZ2YsxHr/kVm+ELUJpzXhPzXBOOOgBI/nXSGvQo01FX6nlV6rk3HoJRRRWxgFFFFAC0lLSUCEoopCQoLEgAc5PagZyvitc3kBP8Ac/qa5W6tgxDAkZ644rQj1aTxLpq+II5F/s64uJYbJAMfu42KB2yAdzlXOOgXYMZDEo6B1wRxXl4i6qs9bDK9FGEwubckqSR0OOtU5b+UOxZZNw44rohGpwCKq3FkjHIWpjPuW4sw11BgoOwjPODzTxqTbSqbhkYNWXsRuClefQelMW1UdjjvWqkiGmQmaeVi3IqxFGzYZ33dwO1SCPYuAfSt3w1ox1K+WUp/o0DAuxHDnqF9/f2+opK8nZBK0I80judFi8nR7RAMfulJHuRk/wA6vmuJ8C+Ml1y41jQ7yZG1TRbyW1dsBTcRI5VZtoAAJxhgvAPPAYAdtXpJW0PJbu7iZopKXvTAWikooAdSVka34m0Tw3D5usara2gKl1SSQb3A67EHzN1HABryvxJ+0Jp1sHg8O6c95L8yi5uz5cXbawQfMwPPB2EUJN7CPa68S+K/xStls7rw1oU0c8kqNFe3QwyKpGGiTszEcMegHA5JKeZa/wDE7xd4mSSK81ZobOUkG0sx5KYIwVJHzMpGchmI5rkXYkMoxtXr+H+RWkYdwufVXwqC6p8JdHiuVVxtljYDj7szgdOhwAaTUbGfR7jbcbntmP7u4x+jejfoe3cDlf2eNXE2g6ppDyZkguBOi+isoH5ZU/rXsssMc8TRyorxsMFWGQR6EVzYigp6Pc2oYiVJ6bHnRw2GTnnOc1DI205zj2rev/Cc1qxm0mTKd7aVv/QW/IYP51gzExStb3UDQzjqjjHHTPuODz3rzZUpwep6tOtCqvdZWLZY44P8qi2DHtznvUjyorMzYAFbmheHZdV23V6rQ2fWOLo8w9T6L+p9hjNQjKbshVJRprmkVPD+gyaxJ5zbo7JDtMg4MhHBC/1P4dc49Dt7aG0t0ggRY40GFVRwKWKGOCJIokVI0UKqqMBQOgA7CieQRW8khONqk5r0KVJQVkeXWrSqvXY+SPEWrXXhr4s63qGlXLRzw6lNIrnoSXJZSO68kEdxX0F4E+JekeNrcRo4s9VUDzLKVxluMloz/GvB6cjHIGQT8q69cteeItTuW6zXcsmT3y5P9aqw3MtrNFPBK8U0bCSOSNirIwOQwbqCD0I/OutwujA+7KK+Y/D3x38UaWVTVY4NWt15bzAIpQNuAA6jGM88qxPPPce0+F/id4X8VskVnffZr1jtFneYjlJyQAvJVicZwpJ9cVm4tDudlRQfaipGfClzcSXE8k0zs8krGSRnO4uxOSSTznvTIQobIOD0ye3+f8ankjV/mHI4APcflTVUINoYMO2RXVYgC/y/MDjPfjH+f8+lJzu9FGQOe+P/ANVSPgMPuKCcgqetM+8M7uBjCgfhQB6b8CtTNl43uIQPknt+cdPlIA/9Cr6fr5H+Ecyw+PY4zgSS27qoPfGGIH4KT+FfWVtIJbdGByCBz61jVWpSJq5zxhd6Lp+hTXmtNthX5Y2QZlLnoI/9o4+mBzwDXRMQoJJAA5JPavmf4qaxqV945zeLs04QhNOADMu3PzMRxtcnGRjIAQHoCc1Hm0Y02ndGtp/xD0Gz1eCf+yL69tslv38qI0I7YjGVc9eSyjnoDXt2h67YeI9MS/0ucSwMSp4wyMOqsOx/oQRkEGvkJnWMsJX/AHjMdoRN3fuT/nv3rrPhf41udC8aQwxq8mn3+IrpFXcQoBIkAHdST65XdwTjF+yjFe6glUlN3kz6nrH8TTmDQrkg4LIRn0rWBBAIIIPQiuN+I981p4Vv1iJ8xLWWYkY4CqT+ZI/nURWoj4/xncWYs2c8jOfU0wjIycjpxUkRyBwDg5xgGnIvOAMDHX0rqJItuRjqc04FS3Jxz35zUgRcjJAA6kdDTkjYqQFPPQMOtFgOy8MfFTxX4YiSC3v/ALTaRrhLa9/eoowAADkMoAxhVYD2orjggGW8z5sAjtjsaKnlXYLjluoOGY/MRzhfbpTftEBwPMOAOODz9aKKjnY7A9zEzHDD8jj/ADzTGuIscYB69Cfw/lRRRzsLG94A1ax0XxzpuoX92ba1g8zzJRGzbQY2XooJPJAr6C0/4veArFGQ+JWmjZiw3WU4KE9f4OR/n6FFRNsYar8ZPAd3YPbxa6xEo2uRZzD5e45Tv0+ma8x8feKfCOq6XZDR7vzb2G6DAmGRSsZVt3JUDlgmR3oooi2gPOp7+3dZAjcN2IPtj8gAK9C8B6t4H8O6d9pvtXDanOuJF+zSsIlznaDs57E+/TpklFVzMR6bpPxm8E2mn/Zp9bJMPEf+iznK9hnZ2/lisHxf8TvBuq+HNUtrTV/Nurm1lRV+yzLuZkIAyV46iiisxnz5FIikkk57e1SRzpFgnJ9QKKK25mKw5biIFiXG485CninCeEfxEZPYdKKKn2kgsJPcxnARyPUDOKKKKftJBY//2Q==) | ![ORCID](../images/orcidFav.png) PROFESÖRİSTANBUL TEKNİK ÜNİVERSİTESİ/AVRASYA YER BİLİMLERİ ENSTİTÜSÜ/KATI YER BİLİMLERİ ANABİLİM DALI/ Mühendislik Temel Alanı Yer Bilimleri ve Mühendisliği Jeomorfoloji ; Paleoiklim ve İklim Değişikliği ; Sedimantoloji | masarikaya[at]itu.edu.tr | C12891838D00C151 |
169366 | ![TAHSİN ATTİLA ÇİNER](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRİSTANBUL TEKNİK ÜNİVERSİTESİ/AVRASYA YER BİLİMLERİ ENSTİTÜSÜ/KATI YER BİLİMLERİ ANABİLİM DALI/ Mühendislik Temel Alanı Yer Bilimleri ve Mühendisliği Genel Jeoloji ; Jeomorfoloji | attilaciner[at]gmail.com | 5C65F8049DD7ECB3 |
2012 | ![ÖMER FEYZİ GÜRER](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRKOCAELİ ÜNİVERSİTESİ/MÜHENDİSLİK FAKÜLTESİ/JEOLOJİ MÜHENDİSLİĞİ BÖLÜMÜ/GENEL JEOLOJİ ANABİLİM DALI/ Mühendislik Temel Alanı Yer Bilimleri ve Mühendisliği Yapısal Jeoloji-Aktif Tektonik-Paleosismoloji ; Jeomorfoloji | ofgurer[at]kocaeli.edu.tr | EC87E654B11B5760 |
21150 | ![GÜLCAN SARP](../authorimages/photo_w.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRSÜLEYMAN DEMİREL ÜNİVERSİTESİ/İNSAN VE TOPLUM BİLİMLERİ FAKÜLTESİ/COĞRAFYA BÖLÜMÜ/FİZİKİ COĞRAFYA ANABİLİM DALI/ Mühendislik Temel Alanı Yer Bilimleri ve Mühendisliği Jeomorfoloji ; Uzaktan Algılama ; Coğrafi Bilgi Sistemleri | | 6F3C7C518F2D675B |
14906 | ![VOLKAN KARABACAK](data:image/jpg;base64,/9j/4AAQSkZJRgABAgAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDAxNDQ0Hyc5PTgyPC4zNDL/2wBDAQkJCQwLDBgNDRgyIRwhMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjL/wAARCACnAIcDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwDykMc5FOEnIA49TVfcAeoP4U8Nyckk560gLSyHnB71Krb8cYzVQkKCcrjHcf59qepBJ4JzxxQBZVyeSCOacH71BvyCBnk9jTt3OGOc9KQFgnHfg9KM4ziok6YzzV6306eZQRGSOxxgGldIpRb2Ku/6ge9G8YyQQK2o9BnkIAC9x36/lTLnw9dxKP3bEdyvNLnj3KdOS6GRnntj3pc+vJpsqGJyrBgenTGKjbGO/wCFUQSFhxzQWzjmmD5Tk9PSoy24c5Bzx2xQIl3j/wDXRuPPvURNJuz3/OgCQucEjJ9hRUW6ikBRG3juPyp4Pp05xTRk8ccnpTgDjnnP45qxjwSvIPPsak5A5XJPT3pqgLjnnFAODgZAznB6mkIkXBUY+UHjipgheRVjyWJwFA/z6ioc46Zzxniul8J6cJ7pryUcRfKnHVu5qJy5Vc0pw55WNXRfDiQAT3KB5W52kghf/r10iacrnp+PpRGvI2449K1bZMjIHUc5rjcm3qekoKKshLfS4kCkrkVc+xRHqoOPWrCDp0qTaTxgjimFjmNc8K2mqRMQojucfK69z7+orynUtPn0u9e3uUCspwxI4Pv9K96ZM49K4j4iaQGs479Fy6HY59R1FaUpNOxz16aautzzMHGTzgnPXNNGQDgnPvTTwx+Xnpgnp+FOAOCcjrkgCuk4QbHHt04oAwOOvvSEbuOv0pe47e+KBgAM+lFAGB1yTRQBSAP5VIAGHTkcDFIF9KcFx79j9aoBynjoM44NPUZGMAHNNOMjHA96enpu4z/n+dIBeWJBP516R4btFttBt8YLN8zcc5NecxgZGccnuK9G8Ps/9mR5yRjisa2x1Ybdm1BGA2ev1rVtgCmM/hWG+oW0H3pF46nPStTTNQtJx8lwjN0xXMkdjZsJwR6n26VOpA/i/KothIABoeWG2UNI4UfnVJEtoeUwCRnNZXiGFLrQ7q2cZDpkcd+x/lV9L6F13BsoejCq2qAtasUAxt644xTWjJlqjwSeJ47ho23Ahvx9v50wsVXbxgD+lX9etzBq024cLtJ7dqoRkKfmHI5I7Gus817i87BlRx6dqBkjBwcdRTgMDA6jsSKUjgZwT7GgQ0EFscc9MUU4jK8c+9FAyqOKkUZXGB7U4JzycU8JxVARqMkVIFCnp+PtTgvy4Ap4GOlA0WrbTrq4ga5hjLRxkBiOx9q7nS4iNMjUEA4IzWb4aiT7KrdMxkt/30R/LFbGnFGXC42h2wMdsmuOpNydj0qVJQSfdEcd5baS0he2N1MsZdhgYVR2J9farz63aTaPDqUdkIRIxTA4ZSMH0569fb14rTht43XKquR3IziquqI3ksrhfUBRUp6WL5byuaehaib23BYcgZNGrag1oH226ylEL7cjJAHQep4rP8MjDScYAwK35oEmP7wAmkm7DaVzH0zX4tQ0+OZ7GaNGcpu2DjjuOuOTz7VrSxr9idUwV2mpURMKixgYp0uFjPIGKrzIa0seT6/4V1TUby71CGNPs8agpvODIMZIUY57jnFcWp55GMnPSvoTbEmkxsdqRpGAWbgADHWvn0kBmABx1BPWt6cnLc469NRs0SBMocDOKX7wB49Pr70Io4xgcZ+tPIIBwOc1qc4wDbgAD6elFSYxRUgRBelOC4BwKdt+pNOC/SrAQIdw4x707b0p4TnOKds45FAzc8NTkiezyFLruQn16H+n5Gtm0k+zTPAwC7cficDJ/OuStJns7qKdPvRtu4OM+30reudRtrq5jlgLBygDDGDXLUhrc7qFW8OV9Du9IdZUJzxWZr0xWYhR+6XqR1P0qDSrmX+wL5oGxPGuQG9M8n8smsO6n1CaQQ3NwY2ZcpwQCPy5rO2h0rc6vwxcwShijYPQg9TXSl/MLiEE7eoIwK8507TrpWH2W4UtuBLA9PzrsInvYE/4+AVAywALEU0hSTua9uyuGycEdRjkGqt9KIreVumB3qpbXc8l0GmHl/KTg8Fl9xVfW7+K1tHuJCTChy2McgHkD3oM27GZ4+v20vwz9kSTbLdybQAcEIOW/oD9a8jVQcZ+ua6Xxlr0fiTV1lt94tYE2R7uNxzycds8fkKwY0w2QAfr/hXTCNkcNafNIcoyuTgY6U/B6Zx+FOUHqBzjuaUqMEYyKsyGEA47DpjminjJxgd+1FKwDQuf5VIqcYpyqdv1704JVANC5xmpAnGf0pygnjA49qeEz0oAj2jPHSnoGU5XlsccU/kUBRnnFJq6HFtO6FtPEsli7OvIkQxyA9jXaaZLHqunQzABxjkdcGvNtdtH8uK7hIeF1zuXse/+frWh4O8Ry6TJIssg+zspJyehH+RWEqd1dHZCu1KzPVbeZbeMK1u3A7qDW7C32iMO8YUnoB2FcjD4qsRCpuHXkFi2eBjrn6VZvvFdtBYBoJkYsCOHHB6AfnUpM2lNdWUfEuvR2utfZ4nDMIwjAHoxPT+X+RXP+J9Z86w+wiTcXYEjjhR075z0/WsGCC41bxG6wEzDzBuftnv19Kt+I9POnay8G11RUTaW/i+UZI/Hd+Oa0jBcxyzqNxMRYS3TgZNTpGVPH4etSIo4xUu1eAQMVscxAEO3Ix/WhlAHODkYqfZxjkjqPagrjr06UgK5xgHHHeipiuORwR0zRSAQJ6cU/b04/IU4L6fhUiITj+lUIYE4pyjHb61MEP8AjSlOM0AQkYrR0K0+16oImztMbh8dcFSv9az3AUEsQB7mup8I2Lqkl+ykJIm2PPdc8nHpwMetXBXkDZhWeny28Muk6im143PlnHDIehU9wef/ANdYeoeFriCUvADtzwO1euT20F3D5c8auO3qp9Qe1Jb6Smww7vPTtuHzVFSjOD5o6o3jUhNJS3PFzZ6orBdkmc56k1qWPhXUr/d9plKKzbuucn6V6o3hyIvlOPY1o2emiBAH2YHcCsHNmns4mP4W8MwaYhl8tVbnLYAzXJ69L9vTVpcGRrPUvLR/RHUkj81GP/r13HiXW00qy2x48xhhQKyrXwzOnw8v4/LZ7+9l+1ONpLA7hwB16A+pyTWlGLk2RWaUUjzlWJ7VOpBOMYJ70xomik2MQfp6VIgwe2P0qzAACck9B6UoQHI96lUZB7c/hShR3/xoEVyjdsY96KmMe0kN8pHBHpRSsMRUxyRU6pn8sVDNcx2yndgt6D/PFU5L+aYsBmOPOML16kdfyq7DUWzQmure34ZwW/uLyayrnV5W4hQIpHBbk1H5ZcKeN2M4HbjP8xTXC5KgFs/y/wD1NRYrlSKrXFxM+J3J9P8AP+elegeGPFMDW8Vhe4imiXYGJ4ZR0+hrgmjwA20L3Ofz/qaRdycOdwHYf4/8Bq4vlegnG57ksYaPzEbIYZGO4pjEwuCM4rzDTfEuqaPhLebfCBkw3HK/4j14/lzXU2Pj7T7qSKHULaa2JcAso3KPXPf9DW8akWYuEkdNPd3ltMxkXzYQ2zA/gxweevPXnNSXOppHaLOr/I3IzwR6g+9UIvFXhxN+2+zE43cxPx9cj/PNUr7W/Dd9lHuGFvGyyMsakNKQeBj8TknHB49orUqc1daM0pVJxdmtCFdPm1A3PiO//wCPWyjaS2iI/wBYygkMf9nP549OvS+EpprfwHbXup3DM4ieVpJW3EqWJXk+xFc1rnjnTrrRJrCysJ3E0ZjAbCYHTjGelc3ea/qN/p9pYSGNLS1hVBChP8IwCfU4H/1qceSEOVbhKM6krsp3ciNvePhM4H0BqGIsWVWUkMBz/k00KFdNmQIySAeuc9Pz/lUgIIwOACcsV+8B1Y+vX9awa1NHEnQxswCNuz0GOtPZSMnGPrUAEinOGLHAGDzn0P8AnjtzVhZGYr8+5jjIxhT7gE/U+vc0rEuJCVJ7BaKsKqythB15ALf40VJNjm2fzCGPQ9T69s/qDTgcx5/iOeT0B6dPYgfnUFs4WFkz7MueoHOMDrxn8hUqjod2WPGW/L+YU/jWhoiRTkFgePvse+AQ3H5n8qeMbWjjB28ruxz0ZR/SmKynCMSwJyF7cnH8mH5U9fmxJIRnGeR7A9R/umgYjIrNu2kq3v6n/wCzFNQb3DImM/Mc8+hP82p5EaAgBmYcDDdMf/s0hXccPJjBx6nqR/7MtAEOzAJLHcOgA9v/ALE/nU6INuQAACAM8HqQD/6D+Bp0TExs5AVAMnPJPRun4vTxGMBYhtx8u5j1P3f5haLDsIZM5/cgZU4A4OCM/h3/ACqxGysXAjGDjeB0wOg/rQoQIrOSMnIyOv8AFj8iw/OpIlSN1jJ3JnC9uhxk/gRTKQEMr7FOQSM9v88g09o8bWwWUfy6/wDsv61NhJvmVtzdT2/zyP50jhY/XaM5AGBwP8F/WmBCqDcflyx4yR+H88/lUixAEYbdkAg56/3c/jzSpHndsbZj5Qevt/iaJEfIf7uegx0zwMfQDP40mIViWQn5iF6kHse34mpBiMqCVZmzkqueerfhgACm71UhY/lY4AHX6fkMn86VQrAdVZhwD2QDJyfUnH+RSEId3lOoIDAgluvzHn+XH0op2WZo8DDMS34Y4/GikSctE2IkJBII5H05/p+pqRWCcZY7SevfH/7FRQHMaZx8pBOMdAef0P6Uql1ZckHp/Qdfxb/PRiTJi+0/KvQkD8M4/wDQRTwFLncRknjrzyR17cOPyqJWYopwO2f/AB0n+RpQ3lfLuDOB2Gegx/NBQMnj3sAxXGBnng9iefxalIMYIXDOQB5h6A4K4/NR+dG3cMO+V7qB0ycd/ZwfwpVYrhiArkbgo6Zxnn8VP50xjl2tJkZb5siTqMcHn8Gb8qlI3l+GZugdjnB6D68qvaomCs/lkggnAxwMdP5Ov5U/OwFmX96QGVRggHbn+an86BplgMCpYYeLOSxHbr39iR+FOjTZmNDtwCrbup4K/wAwP1pAmVXcMDhQE4xyVH6MvX09qem99rPsGADhjg/wt/RqYyYsWkB8vao53qevKtn/AMeP+RSnciqRLvK4DZXHIA/wP51D5bcxqpjX7p75HzKP5CpARJJwgwxOCvqTxkf8D/nQMcyA8BgSDhgOSO2f0amgRMzAsQSfTOc8/wDoP86k3hxhHXBGRnrzjH/oVG4livmDHO3jOcnGfyFAgwqr0wxIG45GN3J/ICn7RJnauQ/TsMA/4VEWyplDbjjoB13cL+gqVhtchNuRtiQKO3c+lIkWMB284jJJIXjqBwen0/Sigxq8jsrYRfkT1IHf8zRSsSchExMCAghWOMkjr+X4U123MQp5wT0+p/8AZhRRTETNk4QNtz6enzf4rTkcBiw4A+cn2yD/ACYiiigosIX8sLF8vHB688rn8wKkjf5iVYAY3k926Pj9TRRTAkGApVR5akbCQevVR/JakB2/OFIQHcWU8no/9SP8iiigaHKqxJJtTewU7s8YwuPX/YFSyIQXRyNhYrtIyMkuP60UUykOSQsRwVXOSyn1KE/zNOPkooIAbb14wRgD0/3MUUUkBKsiKvO5ccjPPQn+qUFCgIjkUEAgfL04AH8zRRTEDMyPuO5guTj6cLSkm3Uh8KIV4OOpbqf1ooqSSaNQrIg+9GDuH1ooopCP/9k=) | ![ORCID](../images/orcidFav.png) PROFESÖRESKİŞEHİR OSMANGAZİ ÜNİVERSİTESİ/MÜHENDİSLİK-MİMARLIK FAKÜLTESİ/JEOLOJİ MÜHENDİSLİĞİ BÖLÜMÜ/GENEL JEOLOJİ ANABİLİM DALI/ Mühendislik Temel Alanı Yer Bilimleri ve Mühendisliği Yapısal Jeoloji-Aktif Tektonik-Paleosismoloji ; Deprem ; Jeomorfoloji | karabacak[at]ogu.edu.tr | E2339447BF3B62A9 |
165120 | ![MEHMET LÜTFİ SÜZEN](../authorimages/photo_m.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRORTA DOĞU TEKNİK ÜNİVERSİTESİ/MÜHENDİSLİK FAKÜLTESİ/JEOLOJİ MÜHENDİSLİĞİ BÖLÜMÜ/JEOLOJİ MÜHENDİSLİĞİ ANABİLİM DALI/ Mühendislik Temel Alanı Yer Bilimleri ve Mühendisliği Uzaktan Algılama ; Coğrafi Bilgi Sistemleri ; Jeomorfoloji | suzen[at]metu.edu.tr | F2E677ECF53ABA4A |
163852 | ![FUAT BORA ROJAY](../authorimages/photo_m.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRORTA DOĞU TEKNİK ÜNİVERSİTESİ/MÜHENDİSLİK FAKÜLTESİ/JEOLOJİ MÜHENDİSLİĞİ BÖLÜMÜ/JEOLOJİ MÜHENDİSLİĞİ ANABİLİM DALI/ Mühendislik Temel Alanı Yer Bilimleri ve Mühendisliği Yapısal Jeoloji-Aktif Tektonik-Paleosismoloji ; Jeomorfoloji | brojay[at]metu.edu.tr | 1511A3F6CBFCC6BD |
21675 | ![ŞEREF KESKİN](../authorimages/photo_m.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRDÜZCE ÜNİVERSİTESİ/MÜHENDİSLİK FAKÜLTESİ/ÇEVRE MÜHENDİSLİĞİ BÖLÜMÜ/ÇEVRE BİLİMLERİ ANABİLİM DALI/ Mühendislik Temel Alanı Yer Bilimleri ve Mühendisliği Deniz Jeolojisi ve Jeofiziği ; Sedimantoloji ; Jeomorfoloji | serefkeskin[at]duzce.edu.tr | 4A7071A8AC7801F6 |
161747 | ![MEHMET KORHAN ERTURAÇ](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) DOÇENTGEBZE TEKNİK ÜNİVERSİTESİ/YER VE DENİZ BİLİMLERİ ENSTİTÜSÜ/YER VE DENİZ BİLİMLERİ ANABİLİM DALI/ Mühendislik Temel Alanı Yer Bilimleri ve Mühendisliği Genel Jeoloji ; Deprem ; Jeomorfoloji | erturac[at]gtu.edu.tr | 33B9A7C7461AA702 |
124210 | ![OYA ERENOĞLU](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) DOÇENTÇANAKKALE ONSEKİZ MART ÜNİVERSİTESİ/EĞİTİM FAKÜLTESİ/TÜRKÇE VE SOSYAL BİLİMLER EĞİTİMİ BÖLÜMÜ/COĞRAFYA EĞİTİMİ ANABİLİM DALI/ Mühendislik Temel Alanı Yer Bilimleri ve Mühendisliği Mineraloji-Petrografi ; Jeomorfoloji | o_turkdonmez[at]comu.edu.tr | 2EF906CC6E5EB53C |
37972 | ![SAVAŞ TOPAL](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) DOÇENTPAMUKKALE ÜNİVERSİTESİ/MÜHENDİSLİK FAKÜLTESİ/JEOLOJİ MÜHENDİSLİĞİ BÖLÜMÜ/GENEL JEOLOJİ ANABİLİM DALI/ Mühendislik Temel Alanı Yer Bilimleri ve Mühendisliği Genel Jeoloji ; Jeomorfoloji ; Deprem | savastopal[at]pau.edu.tr | 0381DBA0000C6866 |
20610 | ![ERMAN ÖZSAYIN](data:image/jpg;base64,/9j/4AAQSkZJRgABAgAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDAxNDQ0Hyc5PTgyPC4zNDL/2wBDAQkJCQwLDBgNDRgyIRwhMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjL/wAARCACnAIcDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD3oH2oBpo96XvSAXvzR3ppOKCTQAuaTdz1phfiuL8XfEjSvCp8l1a4vSAwgXK8HPJbGO1O1xN2O2LCobi9t7WMyXE8cUY6s7hR+Zr5+8RfGfUtRgMWmxGxUjDMsmW/A4GK4C78SaxehhPqd5KG+8HnZs4+pp2QrvofXcGrWF0xW3vbeUg4wkqtz+Bq0JF9a+M4NXu7d0eKeVHQhldXIII6EGt7T/iH4ksrlZRq95IFOdkszOD9QTS0C7PrDdmjdXkXhv41WF1GkGsQtBPwPNjyyt74xkfrXqNnfQXtus9vKkkbDIZTkUWGncu5zR/OmA+lPB4oGGDjtQfc0Cg0gDjNFGelFAgFFLmmk0wEJpjvtBJIAFKxrzX4o+Op/DdmNPsQou7hP9YedinOSBjrTSuDdjH8ffFo2NxLpmgmKR13JLcsMhT0+TB6jnmvDZ52mkZ3YszHJY9SaSed5XZ3Ylickmogec0NiS7i4z360mw54p3GOacjbcjGRSKI9p9DQAR0q2Id+SDxxTkhDDDjac44pXHYqo3XNb2g+JdS0C7S5sLjY46qTlWHoR3rGliWM4VifbFMUMOR0ppktH1X4N8aWXiyxLxfurqL/WwsRkdOR7c11anOK+UPBvii48Na3FewklDhJUAHzJkZH6V9RaXqEOqadb3tu2YpkDqfrQJF8fWlNNHFOoKD8KKKKBB2pKAOKQ0DGPkV8rfEXWhrvjK/uInZrdGEcQJ4AUAEj2JBP419R3kohtZZW6IhY846V8csN0pJ9afQXUW00ue9bEYGPetKHwpeSOASvPvW5oQURAAdhXTQ4DVyzqtOyO+lh4yV2cbF4Gu3/jXHfmpJPA1ygO1lz9f/AK1d/DIFH0qyJvpms/bSN/qsDzi28IXjEjgZGDVufwpdi2wduB7/AP1q70TBTxjNDXBYHNP2rF9Vijx2bw9eiVgq5xUE2l3VshZ1GPavWZlUknArG1KJGhIx168VarO5lLCpI8zQsGznmvon4NapNe+FZLWXG20k2oe+GJP8818+XMeycjFe1/Aon7HqwOeDF1/4HXQcDWp7EvIp1NXpTqYBziilooEJR3petJ60DM3WYvN0e9i3bd8DjJ7cGvkIjEp+tfZE674mX1XFfIMtsRqpgIGQ+CPpQ3oC3Oh0T5YwTxwMV0ccgHU1yhuhaqqqCWHAAFRveai6ZiOD7gVxuHM7noxq8isd7Ed3Q8VbRc9TXmEOuatbTYaQP/s4Brp9K1yS5XEuS56gClKnY1p4hS0sdSVA70xzgVjXmovDEWORkdxXO3mt6jI2yAlVI++QMUowuVUrKPQ6+SVfWs68YMmMg1zSWmqP+8kvIXz/AAhxmp1nubchZgXX2qnT7Mx9s3ujG1CDbdYxyRXr3wOUra6tnpmL/wBnrzHWIgUilA5DgfhXq/wXgZNM1CYg7JHQKT0ON2f510wd0cFSNpHqq9KdTV6U6rIF60Uc0UAGeOKQ0tIQKAMPxRrq+HtGk1AwGfayqE3bRyccnBxXzdqUsV34vurmG2+zxSnzFi3btucZwcDvmvo3xpZfb/CeoQd/L3/98kN/SvnW8CJqEJU87Cp/Q1nNtaG9OCcb+ZYNk0se5Vy3bjpWPLpWoSq2Z23g8IWxn9a7PSJkKbSO1av2SJiGxk1zKo0dnsVNHD6Z4eneAyXEpM4PyofmAHuc1t2lglndocYOORXRCEKvA4+lZbkNekDtSlPmNIUlGyQ/ULZLxkQnaB7ZrCvNCkdZP9IMZAOzA6ntz2reuG8uZD2rSjgSaIMOaIysVUpczZ5rb6Vqo3NPcOgA+UGTfk59M1vWljP5I83LEjPNdUbGIZOKhnCxxkKKbqXMo0FE47WYWa22jruFdX4Pm1C1l0+wtbuZVMoyFYhck5PHeufvkaX5Uxu3LjP1rs/h7HJca9aCRdpgVyw/A1d3ZIycV7zZ7EgO0Z9KkpqjinYrqOAWikooAcKQ0tBFAFe5jEsLxsMh1IINfMOoWpt7l/MXEiyAEHt2r6jYe1eM/FLQVs9Q+3wqBHdfMVAxtZcZ/Pr9c1nNXN6MrXRyGmkjpXS28oIwT+NctYPjFdDat65rjktT0KTLF9dLBbHH3iMVgWN/AbyRWkV3H3gD0rTv41ljO5sY965VLaOK9kMYw7E5foacUmiqknF3Og1fVbOBImmkWPPQnJzV7StRRol2sGRhkMPSsCe1haNPtEaztj+IZ21paYIFtgkfAz09KbjZCjNylqdCzDBPbFZN3J15q4HzHjms28xioRc9jL3g3CcE/vFyPxr0z4c2XmXl3fbdqqAg+p//AFV5par5t7GuOrCvd/CViLHw9bIYwruC7cdck4P5YrogrtHDUnaD8zbUcU+kAxS9eK6TiD8KKXkc0UCAUppKWgY3FZ2saPaa1YPaXsIkjbOMkjBwRkY+taRpCM0AnY+ZLu2fStWubJzkwStHnGM7SRmteGfbEDXYfFPw0oWPW7WEAg7bkrgZyQFb684/KvPLec42noa5asbM76E9CO+vJZZNhbC5602GXT42PnSqxPUbqszQwToQUB/CoYbK1j3EwqfqKz5kbxjrdkjXemKjbJlck9jyKpNcxo/mW8yj2Jq7ELZidsEYHsKeLWAtu8sH8KFKw3CMti5YXjSxnc2cdxTb2cFSO9JH5cIbYoAx0AqpJ+9fBoWrIk3GNmdz8MtGW6u7q9uIVeFE8sb1yNxIPH0x+tesqoAxj8K5/wAG2lva+G7X7OpAlHmNnqWPWuhA4rrgrI86crscOlBpAOKU1ZAfrRRiigBRSg0gNGcUCA0hxQTVC+1a1sY2aWUFuyjqTQF7GL8QMv4OvY1zufbgeuGDf0rwdGHFev6trEmqsI2XZFk4TOfzrx6/tZbK8lt5AVdDwfUdjWdVHRh3uXEAbBBq0sHGSe1c+LqWE5OSo96WTWJNoIc7frXN7N3OxVopam/HbxRksOSfepm2BOo/CuUbWXPAJx65p8OoPL0LHPbmm6bEq8Ub0s8YGFNQq3mNgc/Ss+IO+C3FdR4S0v8AtLXLe3ZcoMu/HQAf44H401G2i3Jc+bV7HsXhsC30yG1YgOiLx+A/wrdHSuQkleO+3R8A/Ln0rZtdSMaKk5z/ALddzhbY85y1NfFFRQzxTrmNgwqQn2qAHUUnbrRQAwmqF/rNrp4w7b5P7iYJ/H0rEm1+8mX90ixA/iax38yWQl9xduTn/GnYVyxqPiC8vAyLiOM/wr1I9zWPlyeQTVtown3+uOKrSO5HyjaKLhYYEIb9awvFOhPfwi9tl3XMKkFf76DJwAO/pW7bKdzg8855q9DGWfFKSuioScXc8d2Z4KkEdQRgg0yS1BwQM16drngVtSL3mnALd9XjzxL0A5JwCAPxriJdMubeaSCWMpLG21kPYiudpx0Z2q01dGGLfnGKtw2+Oe9XfsUufu96sR2RA+f8qnmGoFVIjxtBJPGMda9b8E+HJ9F0qS7usi5vFQ+WRjy1GSAc9DzzVHwX4J3yw6rqMeI0w8EJyDuBBDHn26V6LPGvlnitaMdeZmVaorciOfuIuAfQ05XieFVR8kjkP1qxOn7mRj2Bx9aylt2PzZNdrZyF0Qzx4ZEIPXINXINUuowBLHvHqOtZ8c80KgB22jsRmrC3sTY8yA59VNQ7MLGzDfwSDO/YfRuKKzF+zSnKXG0n+F1x+tFTyoLmU0tqgIhhdyOMtwKqyC5lHyxxoPYVoKAOKkGCORQNIwmsp2OWbJ96b9ik74rfxntR5YbtSsOxzv2fypEkP3ScGtG0hxON1XpbISwsh6EVDZB5EV3BEkbbGGP1osI3rGFQPujp1qhr3hWy1seaf3NyBxKoHPs3rV62lC5Ga4L4i/E5fDZ/s3SjHLqLLl3yGWAe47t7USjzaMam4u6Oc1XSrvSb5rW5T5gMhkztYeorpvCXhD7X5Woago+z/ejhPV+OCfavFG8b+IGac/2pcAzEliDySfQ9R+FR6d4w1zS9RW+ttSnScDBZjv3D3B4PU9ax9lG5q8RNq1j66UBRgDA9KJOUb6VwfgX4lWHiyIW8+y01JRzCz8P7qe/0613ecg1oYp3My7TFsq45d8fhSR2qhRwM4qeb97fxxjkIM/jVsIAelacwIpi2QDlR+VOMEIH3Fz9KuBRjpRj1FK5RnvbwAZMY/KitDAoo5hHNBRzUgWiimMeqVMqDJoooQEqx9iKpzIttepL0SceUw/2uxoooEUddvJ7S28m1O24cEBv7o9frXgHibw/PbR3OoSyvJMZizl2ySCTyT3OaKKUuwkcqo6mr2jaW+satb2MZwZWwTnoAMk/kDRRUDPWrL4fxwQRXdgZI7tTuBVwMc9j2r0jQdXu44ktdVA8wKBHIOS+Bzu68+9FFW0tAtfU27CMndO/3nNXgKKKl7gA9DTevNFFAC4zRRRSA/9k=) | ![ORCID](../images/orcidFav.png) DOÇENTHACETTEPE ÜNİVERSİTESİ/MÜHENDİSLİK FAKÜLTESİ/JEOLOJİ MÜHENDİSLİĞİ BÖLÜMÜ/GENEL JEOLOJİ ANABİLİM DALI/ Mühendislik Temel Alanı Yer Bilimleri ve Mühendisliği Genel Jeoloji ; Deprem ; Jeomorfoloji | eozsayin[at]hacettepe.edu.tr | EC02BDB9D22CCF0B |
317153 | ![AHMET DEĞİRMENCİ](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) ÖĞRETİM GÖREVLİSİBATMAN ÜNİVERSİTESİ/TEKNİK BİLİMLER MESLEK YÜKSEKOKULU/MADENCİLİK VE MADEN ÇIKARMA BÖLÜMÜ/SONDAJ TEKNOLOJİSİ PR./ Mühendislik Temel Alanı Yer Bilimleri ve Mühendisliği Maden Yatakları ve Jeokimya ; Genel Jeoloji ; Jeomorfoloji | ym.ahmetdegirmenci[at]gmail.com | E07A33A9052BFBC0 |
129933 | ![MEHMET ÖZKAYA](../authorimages/photo_m.jpg) | ÖĞRETİM GÖREVLİSİKÜTAHYA DUMLUPINAR ÜNİVERSİTESİ/TAVŞANLI MESLEK YÜKSEKOKULU/MİMARLIK VE ŞEHİR PLANLAMA BÖLÜMÜ/HARİTA VE KADASTRO PR./ Mühendislik Temel Alanı Yer Bilimleri ve Mühendisliği Uygulamalı Jeoloji ; Jeomorfoloji ; Mühendislik Jeolojisi | | 7370F14E573DA58E |
281004 | ![MUSA BALKAYA](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) ÖĞRETİM GÖREVLİSİKAHRAMANMARAŞ SÜTÇÜ İMAM ÜNİVERSİTESİ/TEKNİK BİLİMLER MESLEK YÜKSEKOKULU/İNŞAAT BÖLÜMÜ/İNŞAAT TEKNOLOJİSİ PR./ Mühendislik Temel Alanı Yer Bilimleri ve Mühendisliği Yapısal Jeoloji-Aktif Tektonik-Paleosismoloji ; Deprem ; Jeomorfoloji | musabalkaya[at]ksu.edu.tr | 038DE39F33A4A1E0 |
330853 | ![MEHMET CAN SARIKAP](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) ÖĞRETİM GÖREVLİSİİSTANBUL ÜNİVERSİTESİ-CERRAHPAŞA/REKTÖRLÜK/ Mühendislik Temel Alanı Yer Bilimleri ve Mühendisliği Coğrafi Bilgi Sistemleri ; Sedimantoloji ; Jeomorfoloji | mehmet.sarikap[at]iuc.edu.tr | 4EB548474FBF0C21 |