57991 | ![EVREN MUTLUGÜN](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRABDULLAH GÜL ÜNİVERSİTESİ/MÜHENDİSLİK FAKÜLTESİ/ELEKTRİK-ELEKTRONİK MÜHENDİSLİĞİ BÖLÜMÜ/ELEKTRONİK ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Fizik Yoğun Madde Fiziği ; Optoelektronik ; Nanoteknoloji | evren.mutlugun[at]agu.edu.tr | A1C0601ECDCAA52A |
57064 | ![HAKAN USTA](data:image/jpg;base64,/9j/4AAQSkZJRgABAgAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDAxNDQ0Hyc5PTgyPC4zNDL/2wBDAQkJCQwLDBgNDRgyIRwhMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjL/wAARCACnAIcDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwDkNHv/ABDZKVt7SGdR03krWdrfifxF5hW509IcegJ/Wuh8P+K7FFCXKBT6ita+vdJ1IfKyH61XQXU8obxXqat0QH6Gpk8XaxINq+Wf+An/ABrtn8MadePwiYpG8C2irvjUqfY0hnDvquszHLEfgKPterMMFhXWr4VmaTbGWChgpYqTjOfzPHT+QBNRXzposf8AoUjYcsolZVDylXX7vdFxg7j/AHmB5UipbsNRuVfDml67qWrW9uWMKOwy0g4xjdnHBIwCe3bkZBrs9X8H39jCBNe3G1V2ylCmGICkYVV9SeST061nfC+7lXxHs8/53t3Dgo7+mQAD1OOp+npm94/1vUtLkEBZ0WRmMPkFkDcfxAHnnHUdTxnmi90O1jgL9Li2Y4umHzbcNjP1GOo/CqzpeY5nyD3BNVLrV9QknPm3DMzjghweM9Tn7vTv29jmqi386qdk0gVvmI3ZBP49aNRaGiYrjqZT+Zp0STRzI5lYgH1qmupyOMFQGz06Zp322bH3RTEal2RcxKu7LA5zVGa2dBkOTVVryXPaka9mYYJosAFWz608Qbh1NQ+e3cVKs7dA2PrQAptx6minYd/4jRQBo6bomoaoCbOBnA79KdcWGqaY+y4gmhI9RXr/AMMbOF9Dj8yPDjjOOtb3iXQLe8hYbBn6VXLpcnm1PAYdUvIGBWVsj3rotC17VNR1G3sIyGaVsZYjgd+pH5dzgDk10Fn4Jiurwq6AqO1dVb6Lp3gvT7vVEi8u48vIwSA4XkJwf4jxzx0PalZ2uUtXY5/xD4ktNBi+y20cFzKGaGSWR90WCDnABG9l/iweM49QPPbrX9QuYYoIrtvKdOIYyMHr8gAZgeQMg4Ptzzs6ml7dX810upSPcCRgsDjzfKHO0LIxDZwPvL1xkmn6X8OtUuYd/llQwwzY7gdcevJGeetZ8yRpyt7HIWU02l6xb3KGSEEl12SbWIBIIDDOCSpHfr376PiDxjd6hcso2pCSz7E+UZIK+/8ADwAeQCQDjGN7UfBGpxxcRSAjOMJgKScnGMADIz+NcnceHp/PdPJJJJChSfwPShSQOEkjAMrMd7Dcc5O7nJPrzzURBBJbOe9bsWg3nMYgkD9Txg01/D9ym13gYqpG4dCfanzInlZiFueOnb2rRtZhLDtIy6+3UVDdxyIgVowgBJOBjPP8hiqilkYMp5HIqiTQd0B6UqbX6VE0ZlQMB1FEKNGT9aLgT4UHmpFMffrVWdm3cdMVUeRwetAGyskYHB/DNFYnnP8A3jRQB9PfDaELo6fU/wA66/UowVxiuT+HRxpaj0Y/zrrr85604S1sZdTCsbdVvM4rM8RaZe+JtUawF6ttp9srZzGJC8uAdgB4242senX3JG7ar/pAxTm1Bor25cyKluu2A+Ym0NuPUf3ucDt0PPBpy+FGsN2YXhLwNFDqnmTN5qxjhsDk/h9eMY+g6V6YtlDBHtSNfyrM0XzZpMjcIwvGU25564/z0rck4FRGKNHJnNalaJ5nKjb1xXJ3em2pmLGCPLHBYL0r0G9VHjORziuH1WVYHKgjbu5/rXPUVmdNN3RjzQJAQBGpY55xXO6vGM4wCfp611+oXEMMQOBkjPI/SuNu2aUs74w2cc1lZm2hxmtWcRtZiwAIBNcHtIOOtek6pH9ogliU4JGK8+mjaKd45FIdDjpXTSehx11qWbVwIyp52mrHyHioLG1aYSFQe1WWspVHQ1pYxI2gRhVZ7UGrLRSr2NQkv3FGoiqbXFFWd5HaijUD6U+Haf8AErB9WP8AOuq1EYrk/h4//EtA9Gb+ddZqBzVRWpn1M224nBp17YzyypaqIGDvvWN1OPlHX9Qf84pLUZukAOCSBmtYJba0r+UZFt1c2ku8feGRnHPcHH40Ta0T3NacZNOS2Rd+3QaVZRhiZZ5t+PlYjcqliDtBKgAY6HsAM8VT1y81FdNLRXFnZz8FSd0q59Oqk/pWlLottjdF5iOOn7xiP1Nc/qmgwTOJbhZJynCK7HYB/u9D+Oayk2jWCi9TzafxFq82pvBP4nDLuKssNu0ePoSxHetTbqf2IyJbyX6DJRopIw5AAyzK7Ljrjgt71BJ4C8298qzhWOORwzfOWxjoc5z/ACr0RfDkVtpoCk+akTKXyc7TjI9OcDtWSi5M6nJRSR4JrGsXt7IBJvtIlLL87DcGAHoSMe+ayI7bTShe81iUzNz+7kCc+4JJrS8RWatqt3EqkESYJLHp6EelFjo8N0MvGnmAAZOe3T+QoTSRMotuzMlYxC0aWlw5jdwC8p8wAHvgAGuc1O4W4u1JjKSrweOG9D/OvQbXTItKvYpiokRG3mLBKkjoDn171zev2kTRwuVAYSgFgADg1UJq5nOm7aHQeGfDAbR7e6ZGV7hc7WXp/wDWPUfWte58LhI95XI+ldH4fxJ4e0fK/dhVefbj+lamrxhNMdgOcV0pJq5ySbTszzeTws8sZaOPIFY0nh5yxCoSfpXsumW0clmGI/hH8qyLSziluH+UcE/zp8ouY8jk0NwxBQ5or0q906EX7gLznt9KKXKx8x0vw9H/ABL/APgR/nXXX1YXw20uWXRRcOdsZdtvvya6jVrMwxiQHK9KUSLGFbki4BHUVt28iWMNvaIFDT3JkJx2Mhx+mKxIf9fXUWUMFwkTSIpkgO5T0NE4XSkt0b0qijeMtmap6VSu4hLGQelXD0qtcMFiYnjik9hQ3MXfFYygqM+3etK/mSHT5GdgG2ZAzWVIiCcPMwJ6ha5rxRMbVDqVuhaYDy2JZmOzpjHQZ4/IfWsFJxTOxxjJo8y8TA/2xNcIAxZvnUU/TGV4wydT0xWZ4jtbu01D7Sxk2SJkAnnB6jj/ADxTtJvVJCL8rY+7WLWlzdSTdi/eFg5zjHqa5zVYRdCOPON0gOa6W8beNw6d6z9Ht/tniGxi8vzB9oQkYyMBhn9M1UFqZ1Gluek2tkdPs9OtGxuhjVW29M45/WrGs4/suT6VZmj8y+hX3pmv2/l6U5/CvQtbRHlt3d2O0r/jwH+6P5Vk2H/HxJ9W/nWppLf6AP8Ad/pWVYH/AEiT6n+dNiRSu/8AkIv9f6UUl3/yEWx6/wBKKEB6d4Dx/wAIZp5AxlW/9CNausjOmSe2P51yfw512yHha3sbi6iiuLfcCsjhSRknIz9a0vEnijS7azMK3kEkjEcJIDisktS+hmQj9+K2CzJACrFTjqDiuLj8T2SSgmVcfWtJ/F2nGAAXEf51tG1iHe53OmXAuLBMdU+Qj3H/ANbFOnAOcngVg+DtSTU7e8eEExpIMPjgnHIz+X5itq8YKvNYS0RtHc4q9l1C78RqLWJPJRsO7k7cfTvTdbtb22td82pxZPBCQ7VH4bjXS29sFViOM+9YfiC1haFxNNnI4UGuZprU7YTV9DybV4byVhML8T7um4bh+AzWZYWjCffJsQjoVGP8a6S+RLOLlxt3HGfzx+tc686hsIQec8f0rO7ZrJrdk0shJcemcV2PgHTkjsptQeMGSVtsbEA4ReDjuMnI/AVxMA+23sdv5ojDscuewAz+PT867BvFVnpuy2hGyJBtVRzgCumhGzuzjxE7rlR2MX/IVgz7/wAqk8VBf7GbFcFF40jOqQNk7A3JNbut+JLa50oqHHNdV1ZnHYuafIsWnbnPAX+lYWnapam4kxIDye/vVPUNdhXw7KY5MZQjg89K8YXU723kYxXDrk+tTKVrDSPabrULZr9sSDOf6UV4tDq14tx5hnYk5zk0UuYfKemaZMdUuVigyCeScdBXQT+HmjQHe/NbN34dg0W9W4toguVwwWlu5Li4CJFvJxwijJJqaU+ePMN6GJD4ceZgPNIrTTwO0gBFwwz3PQVFFDrO0O0ttaDbuHny8n/gK5I6Hriuv0u68zS2Ak83EefM6bvf2B69/wAa0jr0Bpo2PDP2bTdOtLWL5LaUOsTMw+aRWbI9SxUZ4GPlPTite7jEqEZ59awtCt4NT8KvZeZg7pAWjI3RN5jMCDjqPlYfh2IqCx126srr+zNZAW6X7kqjCXCjHzL+YyOoz7gnOrpc0p67bjr+W7tA32dVlXklCQDn2NedeLdeuSDFJBcxoVG5ioAB4yAenXNelahIk6bom/KuI1hJjuyRtHauVs6Io841LVprxYolilJxzhec9BzWbDb3AbdIAueiA55966q8CgnIHBrBu5hBuPeqW2g3vqzG16VrS3tvJbExnU/XAJ/nirF1qkaWsM+4EyDnHTPf9axJ5JNS1qEN8yxneQSOg+tZ/wBqSOZ4mBltjIWwDg9eoOODj2/Dit4Raic1SV5HQR63HJIE9a6C3h8+0SXL4JAFcxpkGiTzQ7NQMM+4lkuY9qgdsMCcn8BXYX/n2mnhkIeIFcFDuUE9BkcZ9qq66kxhKT90TUtGKaa5B3ALknNcTcaTssGnwOBnNd3dvcN4fdiGAKfN6VzV5NH/AGGyhhnbU1NGhxW5y8Ft5o/rRVi1YeVgmipuGh9Oa/rum2o/eOryDjYT/P079cVwGreM5JN0Fq6W8ZOSyJ9cZPXPP/6q5a71WWSIDcyBQQDvxtBB4yOmenvWQsr3N2NpyCcDcQAuTz7DPoetbK0Vyoix3mm3Rms5JppH8wMI4w6feOeTk5wcAD/gVdzpkwghfLkbVCgdAMfp2x+HvXAWY+xC0toDKNsavxuC7nOM85AOCBxnOK6mG8jiJt0ZS6RmRsc/N3GMe+O1UhkPg/xJJpfxEutLkkUWV6DImc53qOTnHOVH0GCRgZDep6hZW2oIYbiJZkyGx3UnIBBHIPXke/fIbwDxVbtZ61b6nCRHcQMXRmzj5AMLwc5JBH1wQeK9f8LeIRrtlDcxRgSopjljPGHztZSMf7PB6HaMBcMB0Onzw5zFuzMrVBP4dmSO5uFltJc+VIzASAejDv25HB/lg6lfLOhEUuR78/1qbxrGNQ+KGliWRFtI9O8z98rFSxldWXH3d2SvY9iQQK5HUnisJRdWDO9k7mORCSwgl6+XuIAbjkEf4E8tXCPk9pHbqdVKtryyG3gYtxmsK7tZrqUQxAF2zjcwVR6kknAAHUngCuhti2pyBI9q8FixzhFAyWOMnAGelcn4j1OKcJZWimNJGCgyAhzwNxcD0I+7yACOpySqNFz1eyKqztoVdQgj0eymRDvlUFpJeQC/RdoIzgZ9vvHPYVx45UVsa1dZhitExtRUViBjO0YGR68Z5/8AHelYobHTpV1mr2WyOeIrA4yOorQ0/Wb2wkElvcSRsO6tiqG8AetMU4NYlHfWnjU3Vm9hqEaiORNnnRKNyds7eAf0+tUpfDWoXduzabeWt/Hljsjl2yBR3Ktj8lJrlAas295cWzBopWQ+xpt33AWeC7sJvJuoJYJAAdkqFWwehwaK24PFt6Iljukt7xFOVW7hWVVPqAwPNFFkBaumyzBkDKcDIOCG+nQH8Mc0/SogZPNI4zjIbB/D/A1BdxKs4Dr0HODkD+fHH4Grunzi2kV3AO1gCH/i6cH/AOtVgbwU24lYzSQOFJEcSgGUYBJIOV7fe9+/Stiye4BIfkzSbpMAc5K8DoeiHv64xWHut4NUlEgZmnlFwr8EleQV4z0Dc9OeO1dLayscM/AZdj9zkDacf+ROntVCG6qjS2Dyx4+1RMkyjr8wwQMdxlz7da0vA9yljqriAybJcmB3b52j5IAHGS7sxGccKcYwCKkyNNCxMioXO/DHGM//AF3H5Vz2iahJZ6rJDHcyNNA5ijYDAQBJEjwfcuPyruwkk1Km+plUXU6zxhc2V54q0K4E8MpCzOZ0QOEjxGMYYEFywIAxuBbkdM5+oXVrrmh6xFKrC6sZpIlZbgv5jxlMsFACjcDngdFPvjV1/R4xdrrVtFMbKdSbhYhmXYiCNXj6/MCzN7iuZktpYdV0u+8rNvqDiwuVtyuxy5LQsCc8qSyj0EOMjJA6Gko+XX8iFLUw3jb+wLZY3ybu7MMkRQEMqqrdfvD7xPBxkD0GMK9Xyrua5kSRJN+xQxySvA9c88duh69j0njG1TTXsXghMELv56MG+bDqmVA44Gce5B98c1YW8usXqTTECSWVPpktCP8A2aub2fIlTNHLmfMYV3ETAsjDBchsf991lAZ6V1euWwt3toFHSAMfxRD/ADY1zMa5OfeuKvHlnYuLurjcEYPb3p8kaiIvjnPapdny460XAxBGg6sc4rIobGm6PPelC4OMdalQYQDtSH2oAaBzgiinntRTA77WbMpdLuXYz4O1cMMkclfUcc9f6mvOTDaxMhVXXBDdQP6EfyroNSgi+ygxOkoTJ8wEBkJ/+vxgcdK52dZdpZnKovTBxtOO2exx+dWwJblDNpMEi7jPbn5VJydv8Q6jjnP/AH16cdFod8t3aqqEFCo3SHjrnIPPYBz261yNrfNE+Cjko2BGznkdCh74IyPzq/pEzWdy8MPMLnzYGYAbgxHBOeDkAYyep96BHa7Qy/vD94k8jILZ5HOO5b/vmuVv3Nn4mbY6okxhmwQSSyOu1c+uDW8krvEpbdLGTyTyeQenuRuP/AwKwvFsawXdldOGISZWkOMhgGBJHsSW/L2rSnLlkmJq6O0stauh4Mt9QjcOlmscZjz/AAfZS7f+PMv5VT8UpaW2kamPsiy2kn7yOMHCpIJpiGHpwjAhcZ8xuR1Gd4NeO8s7nT5NxjdGhAbqu8QQgn3xu/Ksm41CfUbW2tNzKrWlw8qEdi0pj/8AQwPxr17c0Tm6mPcpf65LNd3cjSMmT1G1R+9kIAHAGUPAre0TQxHqcaRjIilWMn3WaJf5Rk1vjSgLS4SFOMTDjsMXeP5irnhG3L+JLxCdyC9OM9Pv3BH/AKCPyrP2ajqxuVzzHxBAW8QyxdBHYQk+2Yo/8K4+IDcwOa73WQh17WpMg+Xb2qr7/uh0/KuCjwJCB615mK/is3h8KJtv4U25TFzHH6Ln/P5Vat08yRQcYz1qHPmanKf7uAMD0rAsUIQp9qjxjvVwp8hx+FVJvlXgfjQAzOMiimD5hnP1opAeu6hYS21jFchyZAu5snqD0/PjNc3qAkMMaoRs2uY2YkkgHkH6HPb19qKK1YkUxbrHI6sxZsDI7sOxz9R7VJF5lzatGoYXFmwdMHA2khSOeM5Zfzb2ooqRnS2NxHdrE4leIBd2Dkg5xj8uOwHyD1pPEh8/RTGSvTKjb247+vCD8/qSiq6AZvhvVzZ3ljfzvJIkhMska4HEO8gZ787fyrWttMNt4nuoJeWVraNhngDdBwPxJoor1qLbirnNLc7XQ2Ihtt+GEixbge+4W+f/AEY350zwBA0kEt6xBbzYQx99jOT/AORTRRWk9IMjqebarBtk1xyx/wCWMTe+2IZ/mT+Feep/rT9elFFeRiv4rOmHwov2pKsWA5H5VBYsZJ5pOpdifzoorAsvLykhbnuazJTnOfwoooYEaHqO9FFFID//2Q==) | ![ORCID](../images/orcidFav.png) PROFESÖRABDULLAH GÜL ÜNİVERSİTESİ/MÜHENDİSLİK FAKÜLTESİ/MALZEME BİLİMİ VE NANOTEKNOLOJİ MÜHENDİSLİĞİ BÖLÜMÜ/MALZEME BİLİMİ VE NANOTEKNOLOJİ MÜHENDİSLİĞİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Kimya Nanoteknoloji ; Organik Kimya | hakan.usta[at]agu.edu.tr | 3469683DEC5253DE |
28271 | ![MEHMET ŞAHİN](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRABDULLAH GÜL ÜNİVERSİTESİ/MÜHENDİSLİK FAKÜLTESİ/MALZEME BİLİMİ VE NANOTEKNOLOJİ MÜHENDİSLİĞİ BÖLÜMÜ/MALZEME BİLİMİ VE NANOTEKNOLOJİ MÜHENDİSLİĞİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Fizik Yarı İletkenler ; Yoğun Madde Fiziği ; Nanoteknoloji | mehmet.sahin[at]agu.edu.tr | B743874278C68438 |
214860 | ![MURAT DURANDURDU](data:image/jpg;base64,/9j/4AAQSkZJRgABAgAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDAxNDQ0Hyc5PTgyPC4zNDL/2wBDAQkJCQwLDBgNDRgyIRwhMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjL/wAARCACnAIcDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwDRWMiKsK+Gbr6V6zN4ThVjheK5/V/CcWGkRcNXNTTT1NZao4y3GBT5DUjwm3kaM9QahlNdiMGVZjVZjzU0p5qux5qgEzUMnSpeT0FILaWViqoScZqWMpd6f2qWWyngl2vG33d2QO1JJC8Rw6kcA8igAj6VJ2qJAc471JTEKvWplPFQCpl6UCA1FIakaonpoY5KKIxRQB9NsoYVl38CmF8itY1nagP3DfSuKs7WNoPoeP6wAupygetZUp4rV1rjU5vrWPKa6obIye5UlPNRLGztgdTVy3txcylWbaOx96nupbTSRsgxNc+rfdT/ABNU3YSV2Ms7NoglzMyxIrBsucA/T1rUj1DTw4VIpJRk/MPl4Ncx9rmuZi8zlmPc1p2qLwQBmueVXsdcKHc6VJdOnCgwyLjp8wP9KdL4btrxjLa3Sozc7JF7+xrNt1KnkYrUt5SrbQfxpRqdynQXQxdS8NXlq7zPbExjlXQ5X36VzxjbaZCMKTXqtjePF8rfMh6gjrVHXvCttdWjX2nIF28yQL0+orZSvsc8qTieZrUy9Ks3dh5SC4hyYW4z6H0qqKpO5k1Ycahep8Ux1pgOhFFOiGDRSA+l6o34zA30q9VS9H7hvpXLXWlzSG541r6lNUm+tYU7bVJPQDNdF4kx9umb/arktScLZzEn+HFdEH7pD3M61vbmaYy5ZRzgA8CpppSyrzzjmqNpKfPKEcEcD0qYgmXuTms5zsjelHUs2ud44yK6G3i+VW44PSsS0GZFx+OK3bcuP3ZrmOxGkh+Y5A5AxVy2i3XAbHy9vSqlz+6EJXktwa07X5MdMkVokJl6OPBxnnNadlcGFWHY8YrPGSCMZzViFCygDpTTsZtXRnXumQJeyKI0+zXa5II+61ee31o9jfS2zggo2B7ivU54xMFXPKNkGuE8WwbNYVgR88SsRW0JXOarGzMNaVulA4pG6VoZDo6KI6KAPpWqt4CYG+lWqhuRmFh7VzVleDLjueLeJm/0+ZfeuS1H57OQZ54I46811Xin5dVnH+1XKXsqRWsskjKq4wMnqa2h8BMviMaBWN0WPYCp5buOFS5PI6CsqO8lfzJYlLbgcYBOKSJlltopp0fJzu3HAGDjGBWUkbRl2Ly6xdp80VuWUdwM1r6Z4illP79dhGBtIxWDFq06bGityIS2MBmzx7VoTahIwYy28WFwwYr1B7ZFS07Fp67nf29yLu0klX5vLII46VgXuv3tszGIM5zgKBnFRaLqF/HFcPZxxeTjO0gsQAPmAqjqs80V5+7hjEMmSvB6Y4zn1qE2aytY29M8Q602HuYyIyem3+degadfx3UIZcqT1B4xXkmlX2qeTJILTcFwNmzJPqRx+ua22ee70+WWztP9LwChwVZWyOuCOKcmRHuei3McyzAREA9Sa4vxaJDqMEkgALQgcd8E11dncXj6PDJcWLtNHFhpIXGS+3+4eo9wfwrmteaTUNIhvJh5LRcCJhyQT1/lV0XZamdVOV2jmDTGNOJprdK6TnJI6KI6KAPpQVFcH90alqvdtiFvpXLVdoFx3PE/Fjf8Te4+tcbqQDiMNyuTx+VdZ4qb/ia3H+9XJX/+p3dkO4/StrXpDg0qupFaxpHAQo4pzW8VzAqYwykkcZzUcEu5QoPUZq1EPmAU49axkbwXQltbOFEHytuB6AGob+FFxuz7A1uW0UYj3SHC4yTWBquoW/2iRpASqYCqoyfrUpmjikjp/BUOGwygqe2M5re1XQoL2IZRY3QYjYY4A7fSsLwpqdtEIpVIK7clvQd62LnWLXVYDLpzTCaN+UkUqSPUA0MtK5BY2Js2xJBuIP8AARg1u21sZJfMaIKprP027W5jG7h16g10NsilAwIoSTE1Y0o0C2pXngZBrh/E7RvbFlbl0Dcf7wrsROQoQ/dzXA+JAbWztbZwVkYFsH+6Dx/n2px1krEO0YSbOcNNalzTWNdRwksVFJEaKYH0rmqd82IG+lWc1n6m+LZ/pXl1ql0kawWp4r4pbOpzn3rnAVMmHGVPBH1rb8SPuv5j71z5ODmvTpfAjGT94pY8uQAHgHFXbckuMVVmx52QMA1PCSjKa55K2h1wZpTTOVaFAcAfNWUtoLiTJAPOcGrt2XW2cwtteQdfQVmQ21ySALqVfoBn86mJpJts6Sy0yC3urfbGwLn5hzg12saRmIHCKxHJFcLZ2zMEWTUrjGOma6ex0tpIvl1Kdk/ukA/riquNx03IbrNtcvdRgBVbEgXv710OnXgkhBHSuTtbG407UDbzXDzQSE/fOTXQ20YgICZA9KyvqV0szfQ73jz3rzzxXdtdeIblcgpARCmPQf8A1811+q3httJuZlba8cJ2sOzHgfzrzZmLkuxJZjkk9ya2ordnNXfQO9I1Gaa1bnOSxmimx0UwPpSszUz/AKO30rSJrH1eQLbN9K8K92dEDxbxIf8AT5gPWueY1teIJN2oTfWsNjya9yl8KOaW5HJyPpT1f5QR2phNNIMbYPoD+dTVj1NaT6Fppiy47dKsApFGrEZY8ACs4yVbgmU4H865+U6k+5v2dnvEbswAY46V1NhbvDH8jZB4Oa4+C8VlQDjacda6TTr0NGApPTpTsW5J7F69t42jVhw6nPNLbsSdx4C8kmq1zNI7Bexq3aW8108dvCheRz0FRbUXTUoeJlnPh5p1jJiadUkb04JH8q4rtXteoaIl/wCErnS4SGd4y8TD+N1wd30zhRXissUkMjRzRtHIp+ZHGCPrXVCPKrHDOXNK4gpGoHWhqskkjopqGikB9JMaxtXj3wMPatfvVG+j3RNXgQWtzpieDeIVKanMD61iMea6XxHazXOvTxQRM7A84HT61Uj0OOPDXc4IBGUTgZJxjPfk9q9+jFuCscs7JmLBC1xKFUEjqxA4Aq7rkQt7dbhU4V1RsDopBGfwKGtdiJcQwrtjbKoAML1AHf1I5NPaIXKJuUN54AAbplxvUf8AfasPxrodNWsSpNO5xyuH5U1Zhcqw4zUGo6RPpMplhy9k6iSM55RScYYex4zS2k6sRk9elefJOLszui1JXR0lgyMVwoJrfjmWBc457AVzNpOFZEhRpZm6Io/UnsPeu/0zwztUyapMqMqeZKB922Q9yT1c9h+PPchTc9thyqRgtStY2Vzdxm58tvLLbFbH32J4VfU//XNdlp1lFpdk8crBnBH2uWMclj0hTueoB/pnhIEECxeWi2YjiPko4wLKDu7f7bf56HNq1BdoZETywFJtIpM/uk/imkz/ABHJxn19zjphSUNepy1Kznp0LsRdGYyBRM2AyqeE/uRj88msfXtD0rWZ3gvY3343R3Cg7kz/ALWMY9ifyrTgYOUdCwjwxgLdSP45m+vb6+/FIPK9/dyZIRfLdOpxuO1UI+gB455rSKMpHm2seBNW0zfLbr9ttl53RD5wPdP8M1yz172k6uzBMho22ugPKN/n8/0rL1bw1o2uRmS4t1jmb/lvD8jHtz268cj8qTh2Dm7njKUV2GofDzUrVybCRLyP+7wjjn0Jx+RoqeVlcyPVrnULWzBM8yp6LnJP4VzOt+IJmgIsysQP8bct+A7Vyc3nysplLM5/1gVjz82WH1ztQevzelU388bpNxkbgIQc7mAPT6yN+SZ6Cqo5dSpay1ZMq0ntoTXE021xJKrs7Acc5Ocf4/kfSsh0DQlmldtqZ3Y5+6WBx/u5I92HpVtkIYJGcIqlQfqoRT/3yJG+hzVa6VposRKUklLMB0wCAT+Ue1f+BV1tWM9xsSfKrqu1trBR1wcblH5x4qPUL+z020mnubhYI1LeVnq2SsseB1PJIp8087Iw0+ISMjFlmf8A1akS/KQP4vvkEcdKyNR8Mbo3k1G9kuJCs688KojxtA9BntWcm7aFJdyjN44s7+RrdLQw2u6TZJMCxKyfwkL0GeR+FWYr3w8kCl0he4AUlYWYNKR15OFQHjtnr61xDRmF9hGWXgAZ5btWtY2bSjy9u9sjIP8AExPAGeRnA+grFXm7M122O60fxro2kXi/a7LySAPKMP7yNX5+ZwOSAOg55znnGPStH1XTdbVH0y7jvYo5T5UW/wCe4n7yyDqFHYEdv92vG7LwHf3M8BupPKjZ5flhH3VQHcfTrgd+Satp4bi0play+0LqLWQO6NiHLyHgDHTgGtOSW1iHZ63PaGVZ+oNxB5vsDfTj/wBprj6ceg5mQiZpRIxli8wC5kUc3MvaJP8AYHf/AParznR/Efiy3B86yN1p4hKx3AASWK3TG8p2yegOOw9K7nT9Wtbto7e1/wBDuFjxHDMm37HF3Y54LkdOT+hpNNbkm2D5kkolZSqYa6cH5cjkRL7Dqf8A6/FGCYCD7bMpO8tqDg9lxtiX64wceoqS5iD2cFrGGSK4cQwoSc7Dku7Z/iKhvz9TSSsk0qbmAilkNw+O0EX3fzbB/E0kht3GLCbcI7orTxxrEwzgSSytllPqB1/GpneOJ353DLA7hw23gt7gj5Wx6A1F5jCRJGTLxIbp1PeaT5Y1/AZH5UwhmmeNHyYlWziYDnzW+aRh9Bj8jVWuTck3s5VF3k4yjKfmI6ds844JwQcA8Giq6pLdSZtBGFmmfYkinZ5aDbv4IIJbv3B5op2QmzzzcG3YZhG77AwPO0Ern/vlHP8AwImhpZUR5DglVIAxwDtXjH+86j6LinCEM6wo+AF2hvqNgJ/4CJG/GnqQ6ozrtEjiRl9Bu80/kiJ+db6gDxGSTyAAwJ28/wAWX2DJ9wrE+vA4FVmR5likSPf5vlhA3Uh3LfqFyfQDAq3ETAhkf/llt/EojO3/AI9IBSqv2YRRk8W6FunaKHaf/H3xQ7gZpN0YAiKrblRiw/izKSuP95unoBWZqYupIpJZDuVRMc9sbv3jfiflFdJHsglw/wB22eNWP/XKEsf1asy8IXTIo3+VnigiYntkmWTP4VL2GeX3vmvrMm+FQ5fJTPQnoP1xXc+CbJJdZ04yxsywSJLKpHVmB2/qB+QriZ7n7TrNzcoSd7sVIbGRnjv6DNeieDLhYr0Et+6gHnPnqAisB9eWFZ0olyeh3FjH59vHNM2y2FpdCUD7wXflmB9zwPpVpLUW9sZAivfpaorSEfMZpflHP+yOnsai0y1kGn+RccGUQWO09c/fl/Qn8quPeIbiKfrGZ5Lx/Uog8uMfi2CPpWjbbaM9CxLBE22yTAikljs0A/55RDc/5kEVUuYLbUJopJoAyMz38mRyQPkiH4/0qSGGeWQRs37yP/RQ/rJJ88pH0HH51dtVgz57EeVJM0vsIYRhfwzz+NS7ILsfH5/mKrTPNPbwi1V2Of38mCx/4CoH50+NUmkYjCxO3kKfSCL735tkflUCTSQWSzkYmSFrkjv50xIQfhkipJIVjg+xxEsf3enoR15G6Q/l/KoAVZwlub2VSSytfOp7k/LEv5AfjSPHJBbmIMBcBFhDDr58py7fgDn86kdhcSJuIWKWYzNjoIYen4FsH8aiEpVkcrmWGNrplP8Az1lyEH4DcPyos9v6/roAl0jSR/ZrFjHJMwt4X/uRxDLH/vrj8RRTT50MkzQHfJAiWkI9X+/If5flRVJX2FzWOFRY5NoOQsoPI6hCuT+PlJj6uakfb5jGdRtjQs4HpgSyAfh5aD8aKK3Aa6bI0juPmOcy4/i2/vZfzYov0qUZUy/aD9z5JWHcL++lx9WKr+FFFOwFNo3kURy8PIWE2O28ebL9cIAorivHOrTLPBYxnZ5sZuJ8d9/RfwUAUUVnU+EqO5yFoAZAdm7JGfm7CvQvARM/iBA7YhiRpZVbncqc4HtuCn8KKKzpFz0Vz00vIXVAf38cQcE9prhiM/8AAVyPxqzY20X2gM33GuvLHtHADgf99An8aKKuTsvvMrD4Z2h05bxuJFtpLzA/56SthfyBIqa5i2wNYx8AeRp4PsfmkP4rRRWbGSM6zXURflJLh7kj/pnCNqj/AL6waaski7ZOjxWpmP8A11mYgflyPxooqra2J6E4iQzTQpnapi09PoBvf884/CmxPvkNy/3JJ5Lhsf8APOL5VH5gGiioT0KCGdNPtI7qZSfJi+0SY7yTN/QE/nRRRQop7lI//9k=) | ![ORCID](../images/orcidFav.png) PROFESÖRABDULLAH GÜL ÜNİVERSİTESİ/MÜHENDİSLİK FAKÜLTESİ/MALZEME BİLİMİ VE NANOTEKNOLOJİ MÜHENDİSLİĞİ BÖLÜMÜ/MALZEME BİLİMİ VE NANOTEKNOLOJİ MÜHENDİSLİĞİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Fizik Yoğun Madde Fiziği ; Malzeme Fiziği ; Yarı İletkenler | murat.durandurdu[at]agu.edu.tr | 2F4887A31812C66F |
116969 | ![EDA TAHİR TURANLI](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRACIBADEM MEHMET ALİ AYDINLAR ÜNİVERSİTESİ/MÜHENDİSLİK VE DOĞA BİLİMLERİ FAKÜLTESİ/MOLEKÜLER BİYOLOJİ VE GENETİK BÖLÜMÜ/MOLEKÜLER BİYOLOJİ VE GENETİK PR. / Fen Bilimleri ve Matematik Temel Alanı Moleküler Biyoloji ve Genetik Genetik ; Moleküler Biyoloji | eda.turanli[at]acibadem.edu.tr | 01C4446C940FB5C6 |
242174 | ![EMEL TİMUÇİN](../authorimages/photo_w.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRACIBADEM MEHMET ALİ AYDINLAR ÜNİVERSİTESİ/TIP FAKÜLTESİ/TEMEL TIP BİLİMLERİ BÖLÜMÜ/BİYOİSTATİSTİK VE TIP BİLİŞİMİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Biyoloji Moleküler Biyoloji ; Biyokimya ; Biyoenformatik | | 8F0EAE2B8E00943B |
60225 | ![FABIENNE ANNE CHANTAL DUMOULIN İŞÇİ](../authorimages/photo_w.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRACIBADEM MEHMET ALİ AYDINLAR ÜNİVERSİTESİ/MÜHENDİSLİK VE DOĞA BİLİMLERİ FAKÜLTESİ/BİYOMEDİKAL MÜHENDİSLİĞİ BÖLÜMÜ/BİYOMEDİKAL MÜHENDİSLİĞİ PR. / Fen Bilimleri ve Matematik Temel Alanı Kimya Organik Kimya | fabienne.dumoulin[at]acibadem.edu.tr | E6EF203CBC508511 |
250595 | ![GÜNSELİ BAYRAM AKÇAPINAR](../authorimages/photo_w.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRACIBADEM MEHMET ALİ AYDINLAR ÜNİVERSİTESİ/SAĞLIK BİLİMLERİ ENSTİTÜSÜ/MEDİKAL BİYOTEKNOLOJİ ANABİLİM DALI / Fen Bilimleri ve Matematik Temel Alanı Moleküler Biyoloji ve Genetik Biyoteknoloji ; Enzim ve Mikrobiyal Biyoteknoloji ; Mikrobiyoloji | gunseli.akcapinar[at]acibadem.edu.tr | 9D12C31562C0F9BC |
119352 | ![HALİME KENAR](../authorimages/photo_w.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRACIBADEM MEHMET ALİ AYDINLAR ÜNİVERSİTESİ/MÜHENDİSLİK VE DOĞA BİLİMLERİ FAKÜLTESİ/BİYOMEDİKAL MÜHENDİSLİĞİ BÖLÜMÜ/BİYOMEDİKAL MÜHENDİSLİĞİ PR. / Fen Bilimleri ve Matematik Temel Alanı Biyoloji Biyoteknoloji ; Hücre Biyolojisi | halime.kenar[at]acibadem.edu.tr | 9A147E34C7AC3C59 |
179888 | ![MEHMET BATU ERMAN](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRACIBADEM MEHMET ALİ AYDINLAR ÜNİVERSİTESİ/MÜHENDİSLİK VE DOĞA BİLİMLERİ FAKÜLTESİ/MOLEKÜLER BİYOLOJİ VE GENETİK BÖLÜMÜ/MOLEKÜLER BİYOLOJİ VE GENETİK PR. / Fen Bilimleri ve Matematik Temel Alanı Moleküler Biyoloji ve Genetik Moleküler Biyoloji ; Biyoteknoloji ; Genetik | batu.erman[at]acibadem.edu.tr | E93BD15DB1CCF482 |
219500 | ![UMUT BULUT](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRACIBADEM MEHMET ALİ AYDINLAR ÜNİVERSİTESİ/ECZACILIK FAKÜLTESİ/TEMEL ECZACILIK BİLİMLERİ BÖLÜMÜ/ANALİTİK KİMYA ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Kimya Analitik Kimya ; Organik Kimya ; Polimer Bilimi | umut.bulut[at]acibadem.edu.tr | D97DD1A5BE2A8A48 |
130224 | ![BAŞAK DOĞRU MERT](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRADANA ALPARSLAN TÜRKEŞ BİLİM VE TEKNOLOJİ ÜNİVERSİTESİ/MÜHENDİSLİK FAKÜLTESİ/ENERJİ SİSTEMLERİ MÜHENDİSLİĞİ BÖLÜMÜ/ENERJİ PLANLAMASI VE VERİMLİLİĞİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Kimya Fiziksel Kimya | bdogrumert[at]atu.edu.tr | 4CC20F98C6F48B41 |
19485 | ![FUNDA RAZİYE MERT](../authorimages/photo_w.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRADANA ALPARSLAN TÜRKEŞ BİLİM VE TEKNOLOJİ ÜNİVERSİTESİ/BİLGİSAYAR VE BİLİŞİM FAKÜLTESİ/YAZILIM MÜHENDİSLİĞİ BÖLÜMÜ/YAZILIM MÜHENDİSLİĞİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Matematik Uygulamalı Matematik ; Matematiksel Analiz | rmert[at]atu.edu.tr | 2BCBBF4494C0F2B6 |
135265 | ![GÖZDE BAYDEMİR PEŞİNT](../authorimages/photo_w.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRADANA ALPARSLAN TÜRKEŞ BİLİM VE TEKNOLOJİ ÜNİVERSİTESİ/MÜHENDİSLİK FAKÜLTESİ/BİYOMÜHENDİSLİK BÖLÜMÜ/GENETİK VE MOLEKÜLER MÜHENDİSLİĞİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Kimya Biyokimya | gpesint[at]atu.edu.tr | 0B44BCD65CD8B393 |
19208 | ![MUHAMMET ŞAKİROĞLU](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRADANA ALPARSLAN TÜRKEŞ BİLİM VE TEKNOLOJİ ÜNİVERSİTESİ/MÜHENDİSLİK FAKÜLTESİ/BİYOMÜHENDİSLİK BÖLÜMÜ/HÜCRE VE DOKU MÜHENDİSLİĞİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Biyoloji Biyoenformatik ; Biyoteknoloji ; Genetik | msakiroglu[at]atu.edu.tr | 3DC74523029A2CB8 |
12155 | ![MUSTAFA GÜNEŞ](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRADANA ALPARSLAN TÜRKEŞ BİLİM VE TEKNOLOJİ ÜNİVERSİTESİ/MÜHENDİSLİK FAKÜLTESİ/MALZEME BİLİMİ VE MÜHENDİSLİĞİ BÖLÜMÜ/MALZEME BİLİMİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Fizik Nanoteknoloji ; Yarı İletkenler ; Optoelektronik | mgunes[at]atu.edu.tr | BBD4C0F5943FB3B5 |
21848 | ![SALİH YILMAZ](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRADANA ALPARSLAN TÜRKEŞ BİLİM VE TEKNOLOJİ ÜNİVERSİTESİ/MÜHENDİSLİK FAKÜLTESİ/MALZEME BİLİMİ VE MÜHENDİSLİĞİ BÖLÜMÜ/MALZEME BİLİMİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Fizik Yoğun Madde Fiziği ; Yarı İletkenler ; Yenilenebilir Enerji | salihyilmaz[at]atu.edu.tr | 1CBEAC0495B0823A |
38697 | ![ADNAN KURT](../authorimages/photo_m.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRADIYAMAN ÜNİVERSİTESİ/FEN-EDEBİYAT FAKÜLTESİ/KİMYA BÖLÜMÜ/KİMYA ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Kimya Polimer Bilimi ; Fiziksel Kimya ; Nanoteknoloji | akurt[at]adiyaman.edu.tr | F6EE5A07D74A4C1A |
40188 | ![BAYRAM TALİ](../authorimages/photo_m.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRADIYAMAN ÜNİVERSİTESİ/FEN-EDEBİYAT FAKÜLTESİ/FİZİK BÖLÜMÜ/FİZİK ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Fizik Yüksek Enerji ve Parçacık Fiziği ; Hızlandırıcı Dedektör Fiziği | | 92CCE6C5E69BA912 |
38686 | ![BEYHAN YİĞİT](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRADIYAMAN ÜNİVERSİTESİ/FEN-EDEBİYAT FAKÜLTESİ/KİMYA BÖLÜMÜ/KİMYA ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Kimya Anorganik Kimya ; Katalizörler ve Katalitik Tepkimeler | byigit[at]adiyaman.edu.tr | 3B310E32052F9673 |