26628 | ![HAVA ÖZAY](../authorimages/photo_w.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRÇANAKKALE ONSEKİZ MART ÜNİVERSİTESİ/FEN FAKÜLTESİ/KİMYA BÖLÜMÜ/ANORGANİK KİMYA ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Kimya Anorganik Kimya | | 7FC29048989D316A |
203324 | ![HERDEM ASLAN](../authorimages/photo_w.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRÇANAKKALE ONSEKİZ MART ÜNİVERSİTESİ/FEN FAKÜLTESİ/BİYOLOJİ BÖLÜMÜ/GENEL BİYOLOJİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Biyoloji Hidrobiyoloji ; Hayvan Sistematiği ; Ekoloji | asherdem[at]gmail.com | 353231D86826B709 |
51171 | ![HÜSEYİN ÇAKAN](data:image/jpg;base64,/9j/4AAQSkZJRgABAgAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDAxNDQ0Hyc5PTgyPC4zNDL/2wBDAQkJCQwLDBgNDRgyIRwhMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjL/wAARCACnAIcDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD0HNGaaDRXpnjjs0ZPrTaM0AOpM5pM1zfiPxppfh6NleVbi75C28bjIOM/Mf4R06889DQNK50ueKa7qi72IVR3PArw7VPiRr96zmCcWkLdI4lHH/AjzXMahql3qlybm8fzZm6yFRk/Ugc+3pSujRU2fQs/iTRra4ME2p2ySjGVMg9cY+vt1p9nrul6hMYbW/t5ZQxXyxIN2R14PJ6H8q+bvMJx8+T0xzxSx3DxSq6MVZTkEUuYfsj6gzSd+teJ6X8TtcsxsuTFdx4IXzVwR6cjGfx5969E8LeNLHxFGImZIL4DmEt9/jkrnr345x+tNO5Di0dRzRxTd3pRmmSOzSZpoPNFACk0Uhxn2opgSZpM4pM0ZoELnvmjPFNNBOBxQByni/xZZ6Vby2KXXl3rKOisdoPuOhI9ORkV4jeOZZ3m2hFdido7e1dD4vklv/Fl3L5QTc2AA27OBj+lRWPh8XK7pyQp7dCayqTUdzro0nLY5ktngE49KcjhMlkV+OA2f6EV103hKP7M/wBnLGXqASOfaqEPhK/uHbdF5IHChiDn8qx9omdDoyRiwqJjtXCfrTprVkKgAknr710WneEbvz98wCKvv1rd/wCEZhypPODmh1ENUJM88WJjjCmpVaSIAKSOePWu9OiQRHiMfj3rK1HRcozxg7hyAP5UKqrhLDySud94A8UPrOnGyvJVa9tlHzFvmkXkZI9RgZPPUZ5NdlXz74cvzpniSyuhkKkoDf7p4I/Imvf1bcoI6GulO5501Zju1HFJnjApKogXvRSd6KAH9aWm5ozxQIXNIeh4pM4oNAzxKC1kOuXz3LbnSVwSR1O7n9a2ocDAA4qrdb21vUCq4T7RJnPB+8asw+tcGIfvWPXwitG5pwACrIwOABWfFcRKeZB+dXYpEkHysD9KzSOu6Js0vBpp6c0xmAHUUwuNmjDCqEkfJBFXmfd3qtJyaVtRSehyuo6X5WopLEApZgT2r2i1DJaRB1wwQbh6HFeasrSalZ4YA+ao5HHUda9OzxXoQ2PDraSHZ9qTJxR0oyKsxA0Un4UUAPzR2ppPFL2pgFJk0ZpD0oA8y1uBbbX7pBzuk3ZPuAf61iXwmvJDaiQxQj7xA5b/AOtWve2zQ37pId0iyFWbpn3qGey81GAJUt3FedVd5XPaowtGxz8uj2Mb86vFHIv8EpGf51qafJLCyItyswzwynNNbw5DIYSUAMfUg439/m9a0Utdshdh87HJNJvQ0jDUvXdzcC2LIF6Yrmbj7cxZzfQQ57vJtxXUSJvg2+tUbnTFntpoSBiUAE4GRjng0kzRx0My0tdRSMXMOqJKvUBTuQn0z3rYsrx7lGEqBZF4bHQ1UtdBFvFEIT5Tr99lHL/XHH861IrPyhuHU9apmaQaZEbzWbVOAqShzxnODmvRK8zg86CUzRyMjqTt2kg/mK9B024kudOgnlADumTiuqlK6sebiqTT5+5bzyaKKStzjAnB9qKDRQId3opKKADPHFIe/rRQaAPNtWBOrSy/9NmB/M0sPzVZ8TQmPUbgxpzuV/r0JqrCcDNedUVme9Rd4plnoMVEwy+AKkDDaTVSV5ftCNHJtAOSMAhqk2vY0TGRGCRQhDD3qCa4uZICsTCNz0Ypux+GRTrfzFIdyCxGDgYBp2C6LajtTJMqDUykAZqKZh3qiGUIFaa6VRjy2JX/AIFmvQoIlggjiX7qKFH4Vw2h28jzWi4/iDMD9cmu8GeK6KK3Z5uNlqoinpSUUV0HAGaKDRQA40lLzik96ACk6mjFFMRnapplveRSSNGTKsZCkHH0rhA21ivvXpZGRg15vfwtbX88RGCrEc1zYiOlz0MFUd3FiGTjk8CiKa33AmQVC8aTLtcZU9Qe9KmnWijJgTHuK5Eelo9zQS5thjMg/KnNPbt/q5FJ9KpxWtmxwIk+gFSnTLZG8yOMK/qKsGorYuo/GKZI2XFNU7UGetLCpmuUjAyWIGBTS1Ik7K50Wkaa1u/2hyuMfKB7+tbNNjXbGo9BTvau2MUkeJUm5u7EpevHaik6cVRmH40Ud80UAP7UgNL3pB0oAKTvS4o7UAIcdq4zxdAsd7FMowZE59yP/wBYrb8S+IrXw5pD3s43OfliizgyN6fTuTXnMOq3+tx/bL6bdLL8yRqMLGueAo9PfqaxrP3GdeFi+dMtRNubGavRQ78Zbj0rn/tEsEvI5q6mrAIcqwI9K4k0epqbfkKORikZHAznisUaw/dCfxpJNVlddqggfWq5kOzNbzRnGa3PDlukly8zctGOPbNchamWX5mHFbFv4iHh6PzZoTJbMyiYr95AeAw9eT09+vHOlF3kc+JTVN2O+7UvbPeobe5iu7eOeCRZIpFDI6ngg1LzXaeOGaDS0dqAEPNFHSigCSm1yGp/Evw5YAiK5a8lGRtt1yM/7xwMe4zXMXXxkkaBltdGSOXs8lwWA/AKP50nJI1VKT6Hq1cx4q8a6f4btTiRLi9biO3RgSD6t6D+f548a1bxhretAreX8jRHjyk+RD9QMA/jWEWLdazlVXQ3hh+sjY13xFqPiO9FzqEwcqCI0UbUQdcAf16+prtbaEWem2zHkLEqu3oMda8xX71etWLLcadC+AQyDj1BFVSh7VNMMRUdFxkiKW0WZQ64PFNgt/LyMfWprdWtCYsE2/VHJzt/2T/Q+n05vRokjZFcNSlKnKzO+nVjUjzRKotUK8qM/Sk+wqxAArVEApjtHDySOOtRY0uQrClvFzgVlagialoeoyAEoI2EZH8RXnP5j9KZcTz67dfZLXclmp/fz9M/7K+taWrCKx8O3Kx4VFgZVH1GP6124eg7c7ODFYhXUI7mR8OfGUWm7tI1KYR2rtuglc8RsTyp9AeuegOfWvXM5wRz718t5INdf4W8e6h4cjFqyrd2WSfJdsFOudrdsnnoR+dVGp0ZnUoc2qPds57UVy+l/EHw7qQRTefZZW42XAK44z977v5mumSRJo1kjdWjYZVlOQw9Qa1ucri1uONFGB60UCPlcmjNJS4riuesFJS0YoAB616P4ZuvO0eEHqg2H8K84zXceDpP3EkfUcNj17H+X6114R2nY4ser0rnWK4x6YpqxmJ90JCn+4fun/A/5xTWQ9unaoLi6Wzhyxyx4Vc9a7q0YOLc9jzcLKr7RRp7sstqckjmGKNvNXhlYYx/9akFkZTuu38zn7g+7WRbz3AvDcmXIb76ueCB2H/1q6KIo8SSxj5WGcGuDCwpTbe562Y/WKCSeifVD4lRFCqoVRwABgVz3i+dpLNbSM4DnLfQf5/SuhI+UmuT8RPm3up+PljKKPrwT+td80uVnk0X+8R56epx0ozSZpa8ds90UMQa0dP1rUdKl32N7PbkkE+W5AbHqOhHsazaM01JoHFPc9K0b4s3tuoTVLWO6AGBLG3luevUdD26AfjRXmwOKKv2jM/YxGn9aSijvWJsLSUtFMAFdT4Pn23Xl+oIx+R/xrla3PDD7NSU+4GPrxW2HdqiOfFRvSZ6FdXUNlaNPO3yr6dT6AVzbLeXN01/c5ELjCQAn5B7+nT9a6WeziuotsuNy8o2OVPrWRdSmOF4ipEoOGHb613YpJ03zHFlnN7eKgtb/gVmR2fdkjHZuNtX9A1gyalcadKr7Mbom2nBI+9+Hf8AP1qC2OYGMgJ2DIPcj0rYisbW7tUcfeU7o5V4ZTjqP8K4MBG82z3M7qNUlG2jNK4bZBwPm7E1xHiqYRac0WP9YQq/gc5/SuykjkkId3BCrjgfrXn3jOY/aIrcfdUlv6f416deXLTZ81hI81ZHK0opKcVOOleOe6IKMUo6UdaAE70Up6UUwGUUUVIxRyKTtRRTAO9auhPs1BcfX8jmiirpfGjKt/DZ6nFyjfzrn7yUtqDSNgqvyhT6elFFdWOk+REZDFOq5PexMArKsicIw6Ht7Vq6QF8lk5Krgj3yP/rUUVy4Fv2qPUzmKeH18jQYhFI7V5H4jmaXV5Qc/Jgf1/rRRXoYv4D5vL177MkU5WINFFeYewB9+9FFFAhQOKKKKYj/2Q==) | ![ORCID](../images/orcidFav.png) PROFESÖRÇANAKKALE ONSEKİZ MART ÜNİVERSİTESİ/FEN FAKÜLTESİ/BİYOLOJİ BÖLÜMÜ/TEMEL VE ENDÜSTRİYEL MİKROBİYOLOJİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Biyoloji Mikrobiyoloji ; Adli Biyoloji ; Bakteriyoloji | huseyin.cakan[at]comu.edu.tr | 692AE61BCD8882AE |
23099 | ![HÜSEYİN ÇAVUŞ](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRÇANAKKALE ONSEKİZ MART ÜNİVERSİTESİ/FEN FAKÜLTESİ/FİZİK BÖLÜMÜ/YÜKSEK ENERJİ VE PLAZMA FİZİĞİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Fizik Plazma Fiziği ; Astronomi- Astrofizik ve Uzay Bilimleri | h_cavus[at]comu.edu.tr | 975B57189DAC1B2C |
19744 | ![HÜSEYİN ERDOĞAN](../authorimages/photo_m.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRÇANAKKALE ONSEKİZ MART ÜNİVERSİTESİ/FEN FAKÜLTESİ/BİYOLOJİ BÖLÜMÜ/GENEL BİYOLOJİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Biyoloji Tohumsuz Bitkiler Sistematiği ; Hidrobiyoloji ; Limnoloji | herdugan[at]comu.edu.tr | 1E70A91CBAD14648 |
1378 | ![HÜSNÜ BAYSAL](../authorimages/photo_m.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRÇANAKKALE ONSEKİZ MART ÜNİVERSİTESİ/FEN FAKÜLTESİ/MATEMATİK BÖLÜMÜ/UYGULAMALI MATEMATİK ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Fizik Astronomi- Astrofizik ve Uzay Bilimleri ; Matematiksel Fizik | hbaysal[at]comu.edu.tr | AB2D3840CA57D074 |
1803 | ![İBRAHİM BULUT](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRÇANAKKALE ONSEKİZ MART ÜNİVERSİTESİ/FEN FAKÜLTESİ/UZAY BİLİMLERİ VE TEKNOLOJİLERİ BÖLÜMÜ/UZAY BİLİMLERİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Fizik Astronomi- Astrofizik ve Uzay Bilimleri | | B13166DB2175457A |
5002 | ![İSMAİL TARHAN](data:image/jpg;base64,/9j/4AAQSkZJRgABAgAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDAxNDQ0Hyc5PTgyPC4zNDL/2wBDAQkJCQwLDBgNDRgyIRwhMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjL/wAARCACnAIcDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwC9RRRXaeWFLRRQAUUYqeC2eY5yFX+8TScktyoxcnZENGKW8jaJiVbbjdjGCuew5PrjP19+IWMgO9nVR5bEk8JwM9cfy/8A1ZOsjdYaXVkvfrzRgk8A9M/hUTGF1DtNGSgOAzZD/jn0B6ZPWlU28UeWmBZycynjoDycenHXp0+s+28ivq3mP+lFJHHsmEISQhAMKSeOOPwOf5UssiRPhwyAnCEqcNxk81aqp7kSw8ltqJRTiMU2tU7mDVtwpKWigQlFLiigQtFFFAwpaSnUmA+KFpmIBxjrVt5kt0VfLPPJy2QcAdcexHv+VSWdsZbKRlYq6/N1Pr2/IVTlBaUgsxXpgnpXDiKtmetg8PdXHNcyzKwkAIXhXUEMR2z7/QD2xWJd7wr+V5hdcBRj7o6HjPJ6H866GIEngZ5qwIegIFcft2eisLE4+CDUDKAiyKFIG/g4wd3GeevQ8EfSrEVrfiKVZkAbHynO4AnI4HXA3H8+fWuq8pQOlRPHkY7D1pe2kyvq0UYpjmjQKrHavQP83U/N1z6mo5ppHgx5r5Axxj057e5rQuE9Qce1UGXr+opqsxPDxJrcloFU8kd++Mf/AFjT6r6cjNcPbSMuB8yAde3+fyq26PG5RxhlOCK9PDz5onh4ylyTuR0lLSV0HGFFFFAC0UUUAKKUUlOFIDTspnigmCrncgGPXiqKjM2T061LFcrHHyMHBx2z6j/OKhQjzWDjHUFWryMT8R9Fgvhua9vGFA+UD3NPkbLYBAFNtpYyhXzAzDrjnFOkaPOAcEdq57HammRktjtTN47ipCUDAE8EdSKa3lnPNFmVdFadY3UjIDY71lTIQa1ZkjCjBGD0561nTn5iOtDViU7i2EbNcxyhScKVbaMkVJcKRO5OSG5BPf8Ayc0lsQFZskemBn1/+vRMcv1zjj6V6WF2PFzDUhNFBoruPKEooooAWiiigBacKb3pwpDIZ7qK2eE3EgSASJ5pxkiMyKsjDHPCsT/Q9K4vU9f1K8sVS1mtkW6U5VY23KvGBu3Y79hXVWdz58M73EYBEjQZCk5Unoeeh4zx1Apj+HrO4icJGiAjG1QBx6flXj1qik1JH0lChKmnBvY8zN9q0SPPFdNHFwGaNG29MevHGB2/Xnf07xFqtpKBqczMiozLtTDEgdCCR3GP8a6F/DVs1uLRogYA27HIwfrULeHRPeqGC+TtWHAXgKRt6Aeh/wAfWk6sWrNFKjOLumaWqa9qKeHIbqPSJ1dhiXzJUCx4xzkE5GRx61zWq6l4kZ0hSYI742eUSCD06ng8+wr03ULZH03yFVY1MYVdo+56Y+nGK5IWTOVJLBkJyM8g5rNSt0NXTb6nna6lrV6Js307oAWdmUEcEZ7e4ruPBV/NLctDq9jNqNuI5JmnilfzlUKeg8xUwCM8jPbnIFXIfD9sjyPDF5TSjD4GSfUZ9O/FXLbSI7P5o1wg42gcCrlVXRGUaDS1ZX0W+kmto1uEl+1qoEw8rgnHJz0wcZ49uK1X27mxnGc89eearIF+0rkjPQZPfsadCmx5Oc9OPTrXXhquqjbc4cbQvCU77fqSGkpTSV6CPGCikooAWiiigBacKbSikBWmUxLIElCh5A5JHUnHH4kGr9myEYYZx7dKhK5OcZ4xRbN94DrjjivIxFLknbofSYSv7WmpdVozRdImHC/hWerodTjgXbkDeQO3ar0T4XIIGM4z2rHWyufOuLuCQLPJxHvXIAB7/Wue2p23VrnS38RWNlBOFANYabHnIYhXx1z1p0l3fyEozICRztPPbjFVvKn8ob2zKOdwXAJq2tBJmlCkaYAAH0pbmRRHwOlQxTmeJW5BAAP4Uy5YiFs9cUrEydih5ipOjMWznChTjJPH48f1q2mdmSu0knvVeFVOCQCwPANWjwMV3YOF25Hk5jVtFU111GmkpTSV6CPHCikooAWikpaAClpKKGA/gjB6Go0xHIRjCnpTxTZsCMsRyOh9K5sTDmpt9jswNVwqpdGTF8RYycZ5PpVY63CiM6W1xKFJUCKFmzj04/zikt596NGevvVxAYhmNRgdQa8qLPoXqZ66+ZcsNOmXd/z0Up/MUserrOwU2sqN/uE1Ye6csf3Ab8MUuWY7mRVyO3arurA+V7IjtZFeWR0yEIywPY/5FOuGGzHFJtEGcD71RTvwFHbk1nfUXQlts+Sc9Cc080qqEUBRgCkPWvbpx5YKJ8xWnz1HLuNNFFFaGQUUlFABRSCloAKWilxQACiQZjYe1OApLeZJNXttPRRJNOsh2g/cARiGPtuCj8azqW5Xc1o351YyxIbacbgV3cZ9a24JUaIMcEH1rJh8rU9PiuANu9QSp5KnuD9DUYeeEeWjBefut/Q14SZ9Rsbhuk3AYGKjZ1OcfWsY/acncyZHbNPDTBCGYD6VTegXH3F0N2xcE+tWtHsJdRvACPkzlsnGF7nP+etUI4C0q/KzOzbUROWZvQe/f0GMngV6LpOn/wBn6YiuirO6gybTnB9M8ZFVShzvyMa1Tkj5nnlpqL/25qWk3YCXNtMzRKO8JwU5z1AI9+nU5rRIrzLxZqtz/wAJ/qN5bHyJYbjy1Kn+58mefXbyPcius8P+LrXWMQXGy3u8gBc/LIf9nPfPb+devCelmeDWpO/MjoCKSpCtNIrW5zDKKdiimA0ClxXKX3jaGPKWNu0hzgSyDC/l1P6Vhah4s1i4BCyrbxkDiIbe45yee/b/ABrN1EjaNCTPQ7m8tbFN91cRxLgkbmwTjrgd/wAK5+98cafbsUtopLhgRyfkUjHOM8+3SuAeWed2Z5N5diWZm+8c8n6/Wo44jJLwpZM4IHX8KzdR9DaNCK3OnuvG+pT/AOoENuhYkbQGbHoc9fqAK6D4SXM1744umndpXNkxLOST9+PHX8q86ITccJsGT1ySPr6f/rrtfhSZrbx/arGGCyQOJfdcZ/LIWs5Nvc2jFR2R6Zr3h46Rcy39oC1lO5eeLr5TnksP9knr6fTpz93a4AYYZCOtewsiumCMg9RXF6j4XexjdrINPAAT5THLj2Hrx+PHeuCtRd+aJ6NDEJrlkcEiv5hw3GehqzZ2l3qVwbfT4hNMBlixwkfpuPOP1P5Vo6doreIpT9iIS2VgJJSTjtkL6nHP+GRXoulaTaaNYJZ2cW1F5Zjyzt3Zj3P+elTSpOer2NK1eMFZbmNovhuHTCJ5iJ7zbhpiOg7hR2HT8hnNO8S6umi6Ffai2MwREoCpYFzwoIHYsQK25mA4FeV/GW9aPSdO09V/4+J2lZt2OEAGD9S4/Ku6MUlZHmyk5O7PFm+f5mwSx3Ekc85P+FN2nAbIBBHA7j/P86nc5ZPTAO3GB6/y/nS+QrsoUbjxkd/y/H6VYjRsvFGr6ag8q8aSIFV8uT5xx256Dntj9OOlsfiErEJf2JB3EM0LdPT5T7+9cOVKIShYNwBgdzx9eBn86kaBlTBc4wrv1+9zhfqefTvTUmtiJU4y3R6vZ+IdJvoi8d7EmMbllOwjP14P4ZoryqRCiRuyqE5+ct94jGeM+p/T2NFX7VmX1ePcXYQjAqCSep5GfrQI8yn5WwV64z9Og+lWXWRm3mI7QMrgAYHQn0xzSFvKicks3yZOBjoOmefy9fpWZuQyRFmWIAb1OOBgt6DH496SMLIEBwxUdkyR+GR61egiLWyBBuBCEuIwSgJyePXP5+o6U6JE8wouNzblO75wenULz/OgCg6jAByuDgqTjbjtjFeg/B+Hf4tuJdoIWyIBx38xP1rg5FKOBjYCCMsduBz+J+vbFeofB1f+Qs8ShpWWMI3XaBuz/NfyPpSYHpHinxxovhGBDqEzvPJjZbQANIwz15IAHuSOhxXnEvxkvrlXZtKNtHuBjEF0pfpyrFo2HvwB0pfG3gq6v5PtssuHklA+f5ieOpzXmk1tNpeo3Nld7YZ7WQryhKsuMcE9sHIB4IrN3N6cYvc9V0P4wRRuU1jS1htt5zcWrFtmTxuU8njJJBJOOFr03TdY03W7Bb3S7yG6gbHzRNnacA4I6qcEcHBGa+ZdP0u91+/jtLMGTgF3GAIkyAWwSM4yeB6V6J4O8Kax4X16WS0um+zmEtNHjKyc8Aj2yTkYIzjuaauKainoeryKSa+f/iPrK6n4yukjlBjtF+zKMEZZckgjv8+4Z46j6n2e98TWtt4Wu9aIwII2JjY/8tOgU+mWwM+9fNskzz37TXMjSO7FnmLZJ5yTk9Tn9SM8dbRkyEIskuTjIAOVUdPTH0XP41L5EjFjLjII3BgfvNxt/HIx25z0yaVUSHKAYK528YLYAB/L5sHjp+Ttqhy52cHBZmzk54OPcY4/HpTENCXEyKFIjjk+ZWbnk+oPTAUn/wCtU8dudg/cmRcEibH3TgZdvT1A9zSNeyKWWdEjjb5dwYHnOTyevPIP8+KdOVkkjZPnZSXjBwq8kkZJAzzjnpz70AQxwxSzczB4mDNmXjIzySBn+LbRU0lu88Luq7ppW3MqNg46Dr06E9/1FFACuGRUaQDBYqWRSGK4PXPAPJ4+vfFQSWsqxOyAyRlvLBJxnIJ5I4zx9CD3qeMO0Up3BSwwSAOBn+8emMEdf4sd6WQgqoDMCBjCIACvYgfXIznOKAHWTE6dEXLE7GC7wTg7sAenrkEAcjOeKVWWNUARZXClkzhwPbH3T9McfzSwCLabHZTlgA/3lGHPPJ55PQDoM881LPIWtyk0bMBGQAwUY5OMA8/pg8+9AGazEMQu8ZOSA2Tk5/Mcn8+vr7D8E7aNdK1W6AIZ5xGR2AAz/wCzGvHGUrKY5MowOMMCMd+D+f8A9fv7x8JLeKLwkZYwAZ5S7gdAclf5BaAOm8RoHt4ycYEgJzXifxLkjufGUixKyeTaxxykxZLsMvkY4PyyL19D7Z9p8U3MVppjSTNtjHOSwBJ7AZPU9AO9fOmpXL6pe3d6SVE8rTL5mGwCT8uTydoK8AdMEgVm9zelF7ne/CaW0g0bUm2M1zHIGZiOCpHygfiG/OvWrG3NvamSTBkk5b/CvnvwVenTPEdrCRtS5DW7grkjOCOfXeFFfQurTix0kvkbsbR7mqTInGzPM/ibqcVvoy2UKJuups7RuBIXklSOM5KjnseOmR5J5WWTcpYErgqecbdxxjPbb+X1ro/G+rHVfEj20EhaO2X7OBuON/OW56c4Bx1Cgg9DXPhFLbGZgCuQcZ4JAzz2wM5/pTSM2NaMPGGk3K45CiPgdzzkccn9PXl6KIpJUGx4o+GVOrKBk4IyMjAp+Exu4ICksMBjnO78epH/AOvFLs2KGQwRySHaGkLLx8xYHBPA6duce9MAVmW4DgKY4z5eW/1R5/iOOTnoOo6/ScQzRBM3ETxqxKuACRgg5AHXbj179qgBhnaJZ7eabDbSPuIcfQgCpY7aOC3V1j5wc7c8ZzjqPryPXrQA+IO0zIymQsMvkA7+mMjJ6Y6Y9OOAaKY2JLtgxcAMV4jA4Ge3Tt0+vNFMCJHMkLsX4I+c4O7HGfw4/WnNIqwx+Y3mRSMY42YnkE9cY7cjH40UUgJLGAKGjD7kDSfKCRkY685x+v0FJ8pjDbYmUOSSqlQo+Xv1PXH+TRRQBXWRJduFRd2FO3IwDgE/jk9vXive/hSAfAtqVyQZH6/77UUUAcn8YfEMr6jHocBxCkSzXOCecthQRwCBwcc5PUDHPm+E8zcI1jhkBUP6DjtgnAPfqRgUUVitZHeo8tO67J/jYfBdSadew3iqQLdkuMLgABXB/EZHTueTXu3xD1U2GmxkfwgyAHoWH3R+ZFFFVHW5jXVuV91c+ffMmmmaWWVmkkkBZicncTk59ScdevP1p6jMbAFfl4GPvKApPJxz1/Q9sCiitDmJHQO0bMS8ZP3mP1xxg4xtPr/iluZBO0YkaKYLtVE5byzzgnOACeT1PI9DRRQBYtbbf8ylzK0nlqm7dg9MZOAOvv8AWh5fKSWQp9xgCeMJgEYwByeQc+uOvNFFMCsVfaiiFmPVRvG0jLDOOM9COT2z34KKKAP/2Q==) | PROFESÖRÇANAKKALE ONSEKİZ MART ÜNİVERSİTESİ/FEN FAKÜLTESİ/FİZİK BÖLÜMÜ/ATOM VE MOLEKÜL FİZİĞİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Fizik Matematiksel Fizik ; Yüksek Enerji ve Parçacık Fiziği ; Astronomi- Astrofizik ve Uzay Bilimleri | | 1E73737BE4E6249D |
29098 | ![İSMET KAYA](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRÇANAKKALE ONSEKİZ MART ÜNİVERSİTESİ/FEN FAKÜLTESİ/KİMYA BÖLÜMÜ/FİZİKOKİMYA ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Kimya Polimer Bilimi ; Fiziksel Kimya ; Termodinamik | ikaya[at]comu.edu.tr | 35749E118DA446EE |
30737 | ![KEMAL MELİH TAŞKIN](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRÇANAKKALE ONSEKİZ MART ÜNİVERSİTESİ/FEN FAKÜLTESİ/MOLEKÜLER BİYOLOJİ VE GENETİK BÖLÜMÜ/BİYOTEKNOLOJİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Biyoloji Biyoteknoloji ; Bitki Biyoteknoloji ; Moleküler Biyoloji | kmtaskin[at]comu.edu.tr | 0946FC4974244347 |
124299 | ![KIVANÇ SEL](../authorimages/photo_m.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRÇANAKKALE ONSEKİZ MART ÜNİVERSİTESİ/FEN FAKÜLTESİ/FİZİK BÖLÜMÜ/KATIHAL FİZİĞİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Fizik Yoğun Madde Fiziği ; Yarı İletkenler ; Mikroelektronik | | 737D342C0E6988D4 |
39953 | ![MURAT ERTÜRK](../authorimages/photo_m.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRÇANAKKALE ONSEKİZ MART ÜNİVERSİTESİ/FEN FAKÜLTESİ/FİZİK BÖLÜMÜ/ATOM VE MOLEKÜL FİZİĞİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Fizik Atom- Molekül ve Lazer Fiziği ; Genel Fizik | merturk[at]comu.edu.tr | 1A8D35230AC92F6E |
147684 | ![MURAT TOSUNOĞLU](../authorimages/photo_m.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRÇANAKKALE ONSEKİZ MART ÜNİVERSİTESİ/FEN FAKÜLTESİ/BİYOLOJİ BÖLÜMÜ/ZOOLOJİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Biyoloji Hayvan Sistematiği ; Ekoloji ; Hayvan Fizyolojisi-Ekofizyolojisi | mtosun[at]comu.edu.tr | AAC8082A3EDA0FBC |
38574 | ![MUSTAFA YILDIZ](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRÇANAKKALE ONSEKİZ MART ÜNİVERSİTESİ/FEN FAKÜLTESİ/KİMYA BÖLÜMÜ/ANORGANİK KİMYA ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Kimya Anorganik Kimya ; Nanoteknoloji ; Spektroskopi | myildiz[at]comu.edu.tr | FEE82A68FB08CB45 |
22647 | ![NEŞET AYDIN](../authorimages/photo_m.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRÇANAKKALE ONSEKİZ MART ÜNİVERSİTESİ/FEN FAKÜLTESİ/MATEMATİK BÖLÜMÜ/CEBİR VE SAYILAR TEORİSİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Matematik Cebir ve Sayılar Teorisi | | 50471B72C5C43578 |
146252 | ![NURCİHAN HACIOĞLU DOĞRU](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRÇANAKKALE ONSEKİZ MART ÜNİVERSİTESİ/FEN FAKÜLTESİ/BİYOLOJİ BÖLÜMÜ/TEMEL VE ENDÜSTRİYEL MİKROBİYOLOJİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Biyoloji Mikrobiyoloji ; Bakteriyoloji ; Biyoteknoloji | nhacioglu[at]comu.edu.tr | 63798DB4C2BFFCEE |
42512 | ![NURETTİN ŞAHİNER](../authorimages/photo_m.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRÇANAKKALE ONSEKİZ MART ÜNİVERSİTESİ/FEN FAKÜLTESİ/KİMYA BÖLÜMÜ/FİZİKOKİMYA ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Kimya Nanoteknoloji ; Polimer Bilimi ; Fiziksel Kimya | sahiner71[at]gmail.com | 1DC96A71124993AA |
124376 | ![OKAN ACAR](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRÇANAKKALE ONSEKİZ MART ÜNİVERSİTESİ/FEN FAKÜLTESİ/BİYOLOJİ BÖLÜMÜ/BOTANİK ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Biyoloji Bitki Fizyolojisi ; Biyoteknoloji ; Ekoloji | oacar[at]comu.edu.tr | 1A4B05AB3081A9A6 |
41171 | ![OSMAN DAYAN](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRÇANAKKALE ONSEKİZ MART ÜNİVERSİTESİ/FEN FAKÜLTESİ/KİMYA BÖLÜMÜ/ANORGANİK KİMYA ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Kimya Anorganik Kimya ; Fotoduyarlaştırıcı ; Katalizörler ve Katalitik Tepkimeler | osmandayan[at]comu.edu.tr | 31AEF9793C78A0B2 |
9938 | ![ÖMER FARUK ÖZTÜRK](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRÇANAKKALE ONSEKİZ MART ÜNİVERSİTESİ/FEN FAKÜLTESİ/KİMYA BÖLÜMÜ/ANORGANİK KİMYA ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Kimya Anorganik Kimya ; Katalizörler ve Katalitik Tepkimeler ; Fotoduyarlaştırıcı | ofozturk[at]comu.edu.tr | D74D92746C02B208 |