34337 | ![ARİFE GENÇER İMER](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRVAN YÜZÜNCÜ YIL ÜNİVERSİTESİ/FEN FAKÜLTESİ/FİZİK BÖLÜMÜ/YOĞUN MADDE FİZİĞİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Fizik Yoğun Madde Fiziği ; Yarı İletkenler | | 81E8C58E4FE69A9E |
16386 | ![ATİLLA DURMUŞ](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRVAN YÜZÜNCÜ YIL ÜNİVERSİTESİ/FEN FAKÜLTESİ/BİYOLOJİ BÖLÜMÜ/ZOOLOJİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Biyoloji Ekoloji ; Hayvan Sistematiği | atilla[at]yyu.edu.tr | 623D164F9210816C |
145861 | ![ATİLLA TEMÜR](../authorimages/photo_m.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRVAN YÜZÜNCÜ YIL ÜNİVERSİTESİ/EĞİTİM FAKÜLTESİ/MATEMATİK VE FEN BİLİMLERİ EĞİTİMİ BÖLÜMÜ/FEN BİLGİSİ EĞİTİMİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Biyoloji Hayvan Fizyolojisi-Ekofizyolojisi ; Biyokimya | temurat[at]yahoo.com | 27236EB9291D55EC |
102104 | ![AYDIN GÖRMEZ](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRVAN YÜZÜNCÜ YIL ÜNİVERSİTESİ/EDEBİYAT FAKÜLTESİ/İNGİLİZ DİLİ VE EDEBİYATI BÖLÜMÜ/İNGİLİZ DİL BİLİMİ ANABİLİM DALI/ Filoloji Temel Alanı Dünya Dilleri ve Edebiyatları İngiliz Dili ve Edebiyatı ; Amerikan Edebiyatı | aydingormez[at]yyu.edu.tr | 7DC9E4774D99EB94 |
115417 | ![AYSEL MİLANLIOĞLU](../authorimages/photo_w.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRVAN YÜZÜNCÜ YIL ÜNİVERSİTESİ/TIP FAKÜLTESİ/DAHİLİ TIP BİLİMLERİ BÖLÜMÜ/NÖROLOJİ ANABİLİM DALI/ Sağlık Bilimleri Temel Alanı Nöroloji | ayselmilanlioglu[at]yahoo.com | A6DDF837AB362F35 |
108811 | ![AYSEL SÜNNETÇİOĞLU](../authorimages/photo_w.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRVAN YÜZÜNCÜ YIL ÜNİVERSİTESİ/TIP FAKÜLTESİ/DAHİLİ TIP BİLİMLERİ BÖLÜMÜ/GÖĞÜS HASTALIKLARI ANABİLİM DALI/ Sağlık Bilimleri Temel Alanı Göğüs Hastalıkları | izciaysel[at]mynet.com | 31CC806533041A81 |
23170 | ![AYTEN TEKPINAR](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRVAN YÜZÜNCÜ YIL ÜNİVERSİTESİ/FEN FAKÜLTESİ/MOLEKÜLER BİYOLOJİ VE GENETİK BÖLÜMÜ/BİYOENFORMATİK ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Biyoloji Moleküler Biyoloji ; Bitki Sistematiği ; Genetik | aytendizkirici[at]gmail.com | 70079B9296BAB009 |
22454 | ![AZAD SAĞLAM SELÇUK](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRVAN YÜZÜNCÜ YIL ÜNİVERSİTESİ/MÜHENDİSLİK FAKÜLTESİ/JEOLOJİ MÜHENDİSLİĞİ BÖLÜMÜ/GENEL JEOLOJİ ANABİLİM DALI/ Mühendislik Temel Alanı Yer Bilimleri ve Mühendisliği Yapısal Jeoloji-Aktif Tektonik-Paleosismoloji ; Jeomorfoloji | azadsaglam[at]gmail.com | BF38BD8B08EDD318 |
16793 | ![BEKİR KOÇLAR](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRVAN YÜZÜNCÜ YIL ÜNİVERSİTESİ/EDEBİYAT FAKÜLTESİ/TARİH BÖLÜMÜ/TÜRKİYE CUMHURİYETİ TARİHİ ANABİLİM DALI/ Sosyal-Beşeri ve İdari Bilimler Temel Alanı Atatürk İlkeleri ve Cumhuriyet Tarihi Atatürk İlkeleri ve Cumhuriyet Tarihi | bekirkoclar[at]yyu.edu.tr | B325114B2FD21537 |
35371 | ![BERNA KURT KEMALOĞLU](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRVAN YÜZÜNCÜ YIL ÜNİVERSİTESİ/TÜRK MÜZİĞİ DEVLET KONSERVATUVARI/TÜRK HALK OYUNLARI BÖLÜMÜ/TÜRK HALK OYUNLARI ANASANAT DALI/ Güzel Sanatlar Temel Alanı Sahne Sanatları Dans ve Koreografi ; Halk Dansları | bernakurt[at]yyu.edu.tr | 5C8C47247D8E7D3B |
22339 | ![BERNA OTO](data:image/jpg;base64,/9j/4AAQSkZJRgABAgAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDAxNDQ0Hyc5PTgyPC4zNDL/2wBDAQkJCQwLDBgNDRgyIRwhMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjL/wAARCACnAIcDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwDza3G1FIwK1rSTdgEgelZ9vCVIyMj0NWkjdGyM49K+7g3FXPlq1pG+kflKrAhh3rqNOvleKPzAoPTIHFcbFK7IAScDtWvDMRBGQeQexqZLn0Z5VSLjqdlPYRMqmPA6dRVZo4oYmacqqqDlmOABVGTW47LS3u7uUpHCuWz+gFeQ+KvHF74gleGJngsc4EQPLD/aP9K8qviPYe69WehhMC8S7rRdzqtQ+Imn6bcTRafGbog4Emdq/n3rnr74la5djbA8duvrGvzfma4+O3ml+5Gx7dKnTTrkkbomAPGcV5dTG1JvWR7tPLcNT2jd+epsW3jLW4JWddTuSWOTvfdz+Ndr4f8AiJb3ka2urbY5TnFx0U/Udq4my8LXt6V8q2ds9cDtWbqmlz6ZdvFIjDaccjpUUsZOEvdkPEZdQrxtKNvM9qtryy1AsLa6jmI6hWqdLHzpSgXmvCdP1G40y9iu7d9skbbhnofY1714K1m38QaeLuEATL8s0f8Adb/Cvbw+Y86aejPmsflEsNacHeP5Gna6I4jBIqS50oiIlh2rqLLBQblxWdrlysUZA61McTUnUscDwsVDnbOEnVopSuOAadLAZ4andfPmzjvV6OAKuMY4r1HUtbuc+qPGfH8Zi1m1U/8APsP/AEN6KtfE5dniG2H/AE6j/wBDeivj8c74ib8z9Cy53wsH5GtboHIwPyrYs7ONxhzgnpWTaKyKOK1Lbc0gCnrX21vdPkq7d9GadtpgJOFz6Vfi0htwJACjrWhodmzOAy9a1fE8MOl+EtTvZH8sR27kE/3iMD9SK8uvi/ZNmlHDSqpI8I8Ya8+rakdPsXJtYnxlekjev09K6rwT8KH1dEuLxzGODhl6iuD8JwG51ZIwM5YV9V+EtPns7RBLIsikDaNuCox69/0r47GYyc6tr6s+2w2GhSo6LRFDT/hh4fsGVhab2AA+Y8VpT+AtCuFCtYxqAc/KMV1Srk0/YKhUm92V7RrYxLPw7p1hGq29si7RgHHasTxP4E0XXrdjc2irKefMj4NdqVAHFQSruQ1E6fIrxEqjb94+QvG3gW48M3zFAWtmJKN/Sovh34mPhjxZby3DMLGY+Vcr22n+LHqOv5179470hNQ0qaN15xkH0NfMmqWbWl3NDKCroeBW2ExbqKz3QsVhko94yPsS4tAlv5sZBQjIx3FcZqoMiupzmp/hF4kk8U+Bkiu333li32aQnqygfKx/Dj8DW9qWlqkTMq5JFe3g8Qoy97c+Ux2Ca1itDzuHMc+TkA1qrGzrkdhTW0+Vpz8hxmti2sGC8rwBXr1KyWp4yo30PB/iohTxJag/8+i/+hvRVv4yp5fi21X/AKclP/kSSivmsTK9WT8z7fAK2GgvI2I0Bj4FWLMtDOrYNXdHsRcRZK596vvpLh8gcetfZVKqWjPj4pybsdPod2joHKgEVk/F/U0i+HU8JyHuZo41x7Hd/Jau6RZSRoOuM1zXxw3Q+EtJi7Pdkn8EP+NeBjuXVo9nAKTnE5H4T6M97qL3ewbIyMsRX07psW23T6V4r8P4/wCzfDemxWkIkuroBgM4yTyST6CvVrmS8tdPBXVbaK5C5wYdy59MZzXx6lz15Slsj6+cWqcYo6ZRinV5lp3j/XoLxrfVNNtbqIHAns5CD/3wwzXoVhfJf2yTIpUMM4PUV3wr05PlT1OadGcFeSLdRSrhTVXUdWtdLgaW4fAUZwOprz27+LUsl/8AZNM0KV1PAmu5RCpP40qlWnZpsIUaktUjoPEY/wBClyvavmjx5D/phl29D1r6D1ObXr3RXuZIbAgrkxQTbm/Ang14H4onW9tZ2wQyscgjkGuHDpwrXO+pZ0OV7nT/ALPF7LF40vrDd+4uLIuy56srLj9GNfSFxao6EY4r5U+CG4/FLTsOyjypdwH8Q2Hg/p+VfWbdMCvYbaldHjzhGSaZgNpkYk+7Vn+z08vgc1oNHjnFC88Vq60n1OGOEhFvQ+WvjtF5Pje1T/pwQ/8AkSSirX7Qy7fiBZD/AKhkf/o2WisZyvJs76UOWCR1OgNsUL613Nnp6Tqu4cmuC8Ptwma9HtZglurLjIr6TGyd9D5XCU0tzVtdIijjHAzXnvx706M+ALacFQ8F6hAJ5IKspx69RXeWertI+wiuI+Oem32p+CraWzQusNyDNg/wkdx9cV4VdzXxHvYVQbtEo+Fp00zwLp16EzL9kUg46cVwOpa7qusWer3Z1N7a4hkVYbPA3SJk5bnrjjgevtXsngLTY5/B+nW0qAlbdAQR0+UVqXPgfT7mUnyVRmGCVVT/ADBrwaUJKbny3PoXUjy8jdmeJ+Gb7WIrK3u2vIpJ/PaJ7Mx7ZFXjDMBx3Pvx3zXvnhUzCxxOQXHUr0z7VVt/Aul2pEjRtNMP45G/oMCt6zgW3/doMD0rX2bVVStYirWjKlyJ3PPPHN5PJr0dspJjAyVzjPevPdW1XU9M0Qa9DpyC3efyI5GYjJwTnA5PTqce1eg+MU/4qqIdCQMU3U/AyahZZGHDjJDjBH4j+ua56bj7SXMrne240IKLtdHlFv421qKC1uLtVihuy20oTjIODkVQ1+ETxT3qnIkXLAetdzJ8Lp5ZYxK8siR8KrPkKPQelY3jDRo9E082o67DWqnDnXIjnnGTptSdxv7P+gtf+MJtXLgRafFjb3ZnBA/QH9K+na+Xf2fLa6l+IM08TOtvDZuZsdGyQFB/Hn8K+oq9Ru55FhCARzUeAGqWq8jFaETOy1Pmf9or/koVl/2C4/8A0bLRUf7QTb/H9m3/AFDY/wD0ZLRQ0NO6ubOjzn5ccYru9KumeLa1cV4etC4XINdraRpCfmOK+oxMUfJ0Kmtjo9Ot0Pz963Xto7qxktpVDI64INY+khXHWuhjT5eK8DEvWzPdwa6o5Xwon2O5nsm48lioGO3auxrnRD5PiqVh0kjBP1roFOEGTXnUlypxPWqvmtIR2CoSazLbU7M3z2zXEYnC7im4ZA9avS/vWAz8orl77wVZ3F5cXyFo7yUECYY3KPQH09qirKd04rYqjGm7qbscr441Kzk8V2oiuEJix5hB6c16daQJ9kj6EFRXk8fwoWDW5rm4vpp45uJHb75XjIz0Ar1mGRI4FQYAAwBXPR5VUk5HXipRdOEIO9iK88q3gdyAMCvnD4maqLm/dQeOa918SX4SwkVT8xHFfOfiCCXUNeWBEMju4VUA5JJ6U3KMqmnQUIONFt9T1v4DaCun+GLjU2UiS9cIMj+FP/rsfyr1ysrw9pMeg6BY6ZFjFvEFY+rdWP4kk1q13xVkefJ3YlRyR7qloqiWrny5+0Kuz4g2YH/QMj/9GS0Uv7Rf/JQ7LH/QLj/9Gy0UwSsrHo/h/ScRjC4IrUu9OkRhir3h94TACMdK0r3YRnivbqYiXtD5qOGioXKenxzwxLjNdJaTttAcc1m6e3mDBxxWssQBFefiJJvU9PCRaV4nONq8r+L3s57eOIID5LhstImFySPTJwPx/HpJXITI9KjntIrhG3IglK4Em3kc56+mQKhguDJGYn4lT5WX0NeZU9277nrwfMl5HOy+KruDUZYRpV09uh2rMiggn6Zz+lKvjONk3PZXqKDg5t34469PwrZ+y4c5XvmrUMJAIVQPwrloyezOyUqKXw/icLe+OpI23/YbjaTgfumH8xzRoHii58QNcqlncxIn3JJF2g11OqaXDNGzvErNjuKwtOC6fuVcKtcmJlFStqdkHSnTvTjZlTVVmbcJCflB61w+ixaRaaq+t6lBcXE8epwW1lFERtdyctn12jafqQOc11niHWUht5myC5BArsPD3ha003QdOguoIpbq3c3JcjOJm6sPXGcD6Ct8DDmd+hjjZONNRe7OnooppHOc16p5ItFIXApDIMUCuj5g/aK/5KFZ/wDYMj/9Gy0U39oht3xBsj/1DI//AEbLRQC2O38Na6UAVicV1TamJujcV5Npd55QU5rqbbUlIAL19M6Kk7ny8pu1j0zTpY0jVsjmt2C4Rxwc15laauEAUvxXVaPdl8EMSK8zE4Zq7O/C4lLQ6Zn25xXMau88GoSTQknIUkD0xj+lbgkLms5J4b7Wrm3XkwoqN9eT/XH4V5GKhenY9jC1P3l+hSs9eDsBKcEetdJb3kEkQIcVzF9oaSTZT5ST1FUZdM1W2jYW8pcehryqVWpRburnqujSq2s7HS6vqVvBA5Mi9PWvL9S15RPIwkAX61U1pNeZmSRCB9ax7Tw3f38+2UsQe1ZVJKrLnkeph8NDDwuncxdZ1efVbsxRbvJU5ZvWvqK1lSe1hljYMjorKR0IIrxq48Gx6bpckhUbyvpXqPhUt/wiWlhs7ktkU59hj+lehgpp3ijysxV2p3uas0wjHWqov4yxG4VV1KYquB3rnHuJA55PWvao4fnjc+ar4twnZHYidZDgGnuQF61yUepPByc4qf8At4FSCaUsNJPQI4uLWp4P+0A27x9aH/qHR/8AoyWiqXxtuPtXjO2lz/y4oP8AyJJRXNUjaTR30ZXgmSQTLGnBq9Z3oZwpY4rm/MJWrdoztIAgLMTwBzX1dNo+bnTZ31kqyhdr8j3r0Hw0jMVjGWIHauJ8H+FtT1O5iM6SW0PLMzqQdox0/P8AzivY9N0u20yDyoFPuzHJNedmGIpx9yLuzfBYOrKXNJWRNFbhBkjn0rzD4b6i994n8TSyk5a/dVBPQKSv8wT+Ner1454MQ6Z468Q2xBGNQm4I7M24H8jXzeJm1FPzPp8NTXvJdj1qSAPhgOaekPy4IpIZc9qsVcYxepm29jIv9JinRvkGfpVSy0SOF9xQCt9mAGDTVw2axlhablc1WIqKPLc5/XbVHtHUjgCr3hsD/hHbDggGEHB96i1ld1s692GBWlZQC1s4LYdIo1T8hj+lKhT5akmgqTvBJjbmxjuVw2QfUViyaI8TliQ6etdLTXGUYe1ejCtOGiZwVMNTqO7RyN5ZqqH5a5u6YxMcdq9FurITpsPcdq5698JyNGzRybj6Gu6hXg/jZ52IwVSLvT1R82/FWQSeKLZh/wA+a/8Aob0U/wCLVhPY+LYYJ4yjfZFYA+m96K4cQ06jsepQTVKK8jrdD+HtxdIsmqSmJevlR8k/U/4V6JomgaVoiZtrdFJ6seWP4nmke5OOOlJDcEvjPWtJYmct2e1QyylSV0tTtdIu03eUMAN0rbrhbO6MbowODngiu1t5lmgWRTnIrCXc5cXR5JXXUlrzXxBY/wBjfEaHUUVxBqqBXb+ETIMY/Fcfka9K7Vh+I9LXXdMntF+W5gZZoHPAEg5X8OoPsTWFanzwaMKU+SVye1mJxg8GrrzEEDPWub0m+kkjEVwjQ3EfyyRt1U1tCRTg5zWVOTtYucdSbLO4qyo2Jk1FEygipzjByeK3iupk2UjB9ou1LD5EO76ntVxerfWo4WDE7AdoP3vWpgME1Sjykt3Fpkh6D1NOJwMmod+6TP5UwJeM5p1NUAU6gD5e/aMGPiHZf9guP/0bLRR+0b/yUOx/7Bcf/o2WigD0IuVOKVSeo4qtLIcZHFOWQkAZ59qm59ZY1I7gKA2eDwfY1t6Xrn2ZwpOYz1FcfuKEljx020LdhWypJHp6U+YxqUI1FZnrUOoWs1u06zL5ajLEnG0e9QaO00trJczj55ZXYD0XJ2j8sV5lLfSz2X2VJysLurSAdWCnIHtzj8q3rPxtNZosdxGsqDv0NO6PJqZfUWsNTT8WCW38i/toC0qNiXYOsffPuD/M0WF8tyisrZBHFNbxxo88JWVZEz6rmuetdXs4tbT7GS1u7HcmMbT6ispQvK6M40aqjyyieiRwNhSWwTzVkxB1KuSw9KisphcWMEyHcHQHJ47U6Wby92F6YrVLojkabdiYAAYAwBRuXO3Iz6Vni7lfIYgfSjcWbOa05H1L9m1uWDKZDjtSrhTmokI6DmpG4FJroJroTRnOT3qSo4h8uakqCD5e/aM/5KHY/wDYLj/9Gy0VD+0DN9o+IFs3ZdPRB+EstFVaw2rFI/FrK4Ojf+TX/wBhTYPiv5LEnRt2f+nrH/slFFRyo6/r+I/m/BDpPiyJP+YLj/t6/wDsKgPxRGcjSCP+3n/7CiijlQfX8R/N+CHr8VNo/wCQP/5M/wD2FMf4oFxj+ycf9vP/ANhRRRyoX1/EfzfgiI/EgkY/so/+BH/2NLD8SmhfcNLP4XOP/ZaKKUUiHjq73Z29h+0Z9gsorceFfMEYxu/tHGfw8qpJf2k/NBH/AAieM/8AUR/+1UUVfUwu73K5/aJO4keF+v8A1EP/ALXTh+0Xjr4Xz/3EP/tVFFPnZfPIkX9pEL/zKf8A5Uf/ALVSt+0nuOf+ET/8qP8A9qoopXZF2SL+0xtUD/hEf/Kl/wDaqX/hpr/qUf8Aypf/AGqiikI8r8d+MP8AhNNej1T7D9j2w+V5fm+Zn53bOdo/v46dqKKKpsbbbP/Z) | ![ORCID](../images/orcidFav.png) PROFESÖRVAN YÜZÜNCÜ YIL ÜNİVERSİTESİ/DENİZCİLİK FAKÜLTESİ/GEMİ MAKİNALARI İŞLETME MÜHENDİSLİĞİ BÖLÜMÜ/GEMİ MAKİNELERİ İŞLETME MÜHENDİSLİĞİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Kimya Nükleer Kimya ; Fiziksel Kimya | bpekgoz[at]yyu.edu.tr | 58444C6FDFC57392 |
19300 | ![BURAK KAPTANER](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRVAN YÜZÜNCÜ YIL ÜNİVERSİTESİ/FEN FAKÜLTESİ/BİYOLOJİ BÖLÜMÜ/GENEL BİYOLOJİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Biyoloji Hayvan Fizyolojisi-Ekofizyolojisi ; Akuatik Toksikoloji | bkaptaner[at]yahoo.com | 5DB5E91BA90BD7EC |
13059 | ![BÜLENT CERCİS TANRITANIR](../authorimages/photo_m.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRVAN YÜZÜNCÜ YIL ÜNİVERSİTESİ/EDEBİYAT FAKÜLTESİ/İNGİLİZ DİLİ VE EDEBİYATI BÖLÜMÜ/İNGİLİZ DİL BİLİMİ ANABİLİM DALI/ Filoloji Temel Alanı Dünya Dilleri ve Edebiyatları Amerikan Edebiyatı ; İngiliz Dili ve Edebiyatı | | 45C2CAFE026FE161 |
5220 | ![CABİR TEMİRCİ](../authorimages/photo_m.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRVAN YÜZÜNCÜ YIL ÜNİVERSİTESİ/FEN FAKÜLTESİ/FİZİK BÖLÜMÜ/YOĞUN MADDE FİZİĞİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Fizik Yoğun Madde Fiziği ; Yarı İletkenler ; Yenilenebilir Enerji | cabirtemirci[at]gmail.com | AB7DD715D5C2CFD6 |
255285 | ![CAVID QASIMOV](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRVAN YÜZÜNCÜ YIL ÜNİVERSİTESİ/EDEBİYAT FAKÜLTESİ/TARİH BÖLÜMÜ/ Sosyal-Beşeri ve İdari Bilimler Temel Alanı Yakın Çağ Tarihi Rusya Tarihi ; Osmanlı Tarihi ; Avrupa Tarihi | cavidqasimov[at]yyu.edu.tr | 11A2A24AC35E4407 |
166964 | ![CEMİL GÖYA](../authorimages/photo_m.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRVAN YÜZÜNCÜ YIL ÜNİVERSİTESİ/TIP FAKÜLTESİ/DAHİLİ TIP BİLİMLERİ BÖLÜMÜ/RADYODİAGNOSTİK ANABİLİM DALI/ Sağlık Bilimleri Temel Alanı Radyoloji | cegoya1[at]yahoo.com | 7A3FABB2BCB80053 |
5310 | ![CEMİL TUNÇ](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRVAN YÜZÜNCÜ YIL ÜNİVERSİTESİ/FEN FAKÜLTESİ/MATEMATİK BÖLÜMÜ/UYGULAMALI MATEMATİK ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Matematik Uygulamalı Matematik ; Matematiksel Analiz | cemiltunc[at]yyu.edu.tr | 904FB42CD9F3E168 |
18125 | ![CESİM TEMEL](data:image/jpg;base64,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) | PROFESÖRVAN YÜZÜNCÜ YIL ÜNİVERSİTESİ/FEN FAKÜLTESİ/MATEMATİK BÖLÜMÜ/ANALİZ VE FONKSİYONLAR TEORİSİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Matematik Matematiksel Analiz | | 2D70337E9481B3BE |
26325 | ![CUMALİ ÖZKAN](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRVAN YÜZÜNCÜ YIL ÜNİVERSİTESİ/VETERİNER FAKÜLTESİ/KLİNİK BİLİMLER BÖLÜMÜ/VETERİNERLİK İÇ HASTALIKLARI ANABİLİM DALI/ Sağlık Bilimleri Temel Alanı Veteriner İç Hastalıkları | cumaliozkan[at]gmail.com | 36621FD55F2F5238 |
153336 | ![DEVRİM SARIPINAR AKSU](../authorimages/photo_w.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRVAN YÜZÜNCÜ YIL ÜNİVERSİTESİ/VETERİNER FAKÜLTESİ/TEMEL BİLİMLER BÖLÜMÜ/VETERİNERLİK FİZYOLOJİSİ ANABİLİM DALI/ Sağlık Bilimleri Temel Alanı Veterinerlik Fizyolojisi | dsaripinar[at]yahoo.com | 86D7450A1559D71F |