24381 | ![ERHAN DEMİRBAŞ](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRGEBZE TEKNİK ÜNİVERSİTESİ/TEMEL BİLİMLER FAKÜLTESİ/KİMYA BÖLÜMÜ/FİZİKOKİMYA ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Kimya Fiziksel Kimya ; Elektrokimya | erhan[at]gtu.edu.tr | 6FFFD3B549E8045B |
21535 | ![ERKAN ZERGEROĞLU](../authorimages/photo_m.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRGEBZE TEKNİK ÜNİVERSİTESİ/MÜHENDİSLİK FAKÜLTESİ/BİLGİSAYAR MÜHENDİSLİĞİ BÖLÜMÜ/KONTROL VE KUMANDA SİSTEMLER ANABİLİM DALI/ Mühendislik Temel Alanı Elektrik-Elektronik Mühendisliği Kontrol Teorisi ve Uygulamaları ; Robotik | e.zerger[at]gtu.edu.tr | 27A0122B1BCBA6FF |
7896 | ![FAİK MİKAİLZADE](../authorimages/photo_m.jpg) | PROFESÖRGEBZE TEKNİK ÜNİVERSİTESİ/TEMEL BİLİMLER FAKÜLTESİ/FİZİK BÖLÜMÜ/KATIHAL FİZİĞİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Fizik Yoğun Madde Fiziği ; Malzeme Fiziği ; Yarı İletkenler | faik[at]gtu.edu.tr | E48CA037B7654AB3 |
57753 | ![FATMA YÜKSEL](../authorimages/photo_w.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRGEBZE TEKNİK ÜNİVERSİTESİ/TEMEL BİLİMLER FAKÜLTESİ/KİMYA BÖLÜMÜ/ANORGANİK KİMYA ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Kimya Anorganik Kimya ; Nanoteknoloji | fatma[at]gtu.edu.tr | 012E4AC8D4F66474 |
57619 | ![FERDA HACIVELİOĞLU](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRGEBZE TEKNİK ÜNİVERSİTESİ/TEMEL BİLİMLER FAKÜLTESİ/KİMYA BÖLÜMÜ/ORGANİK KİMYA ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Kimya Polimer Bilimi ; Anorganik Kimya ; Organik Kimya | ferda[at]gtu.edu.tr | E11399FCD6251769 |
36258 | ![FERİT ÇAKIR](../authorimages/photo_m.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRGEBZE TEKNİK ÜNİVERSİTESİ/MÜHENDİSLİK FAKÜLTESİ/İNŞAAT MÜHENDİSLİĞİ BÖLÜMÜ/MEKANİK ANABİLİM DALI/ Mühendislik Temel Alanı İnşaat Mühendisliği Kagir ve Ahşap Yapılar ; Sayısal Modelleme ; Mühendislik Tasarımı | cakirf[at]gtu.edu.tr | 03E897E96BCA9603 |
50530 | ![FERRUH ÖZCAN](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRGEBZE TEKNİK ÜNİVERSİTESİ/TEMEL BİLİMLER FAKÜLTESİ/MOLEKÜLER BİYOLOJİ VE GENETİK BÖLÜMÜ/HÜCRE BİYOLOJİSİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Moleküler Biyoloji ve Genetik Moleküler Biyoloji ; Genetik | ferruh.ozcan[at]gtu.edu.tr | E841BAD8CC62FE00 |
11127 | ![FEVZİ BEDİR](data:image/jpg;base64,/9j/4AAQSkZJRgABAgAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDAxNDQ0Hyc5PTgyPC4zNDL/2wBDAQkJCQwLDBgNDRgyIRwhMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjL/wAARCACnAIcDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD3+iiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAM7+2rb+5L+Q/xpP7atv7kv5D/GufNJuwa6PZxOP20zof7atv7kv5D/Gj+27YfwS/kP8AGuf30u7Io9nEPbTN/wDtu2/uS/kP8aX+2rY/wS/kP8a55eTTxx3o9nEftpG9/bVt/cl/If40f2zb/wByX8h/jWDkUgbBo9nEPbSOg/ti3/uS/kP8aP7Yt/7kv5D/ABrC3Um6j2cR+1kb39sW/wDcl/If40f2xb/3JfyH+NYO6nCj2cQ9rI3Rq0B/gk/If40v9qwf3ZPyH+NYYajNL2cQ9rI2/wC1oP7sn5D/ABo/taD+5L+Q/wAaw91Luo9nEXtpG3/a0H9yT8h/jRWLkCij2cQ9tIpkikJqLcOxpd3vWpiPpQeOtR9utGTQMlzjvTg1QbqUNSAmJpByeaYGo3c0DLAxjrSE0wZNKaQ7Ds0u6o80wzxJ951H40DSLIY0ZNVheQE481fzqdHRxuVgw9jRcGg3UbqGx2pmaZJJuFFRZooApE0ZqpNf26iNUYtJ/HnIAPoMgf1qzKphmeJiCyMVJHTIOKPUVh240oc1HupQ1AEm6qOp381hCJ0hWRAQGy2CKW71S0sGjW5l2GTJQbSc4xnp9RWDr2rxXdnbpbvhJl8xWJIyckYI+oouUkaum6+9/dC3FoQ2NzMrjAHHP61uAiuD8L3DQaliQly6iIncc53dcH6Cu6AFK5ViXzMUPKqoWYgAUzIxXNa1qqicwocqnoepqZSsrlQg5Oxo3WrbsrH8o9T1rKmvM/xjP1rElviQTkgVXkuyM4GTWDm2dkaSRtG82mnxaq8bgqSCO4Nc6L0kfNQtzk9anmKcDubXXt/EwB/2hWjb30F0SsUql1+8meR+FeexXmWAqS4uCrpcwSGO4j5Vx1rWNTuc06K6HouTRWfoerrq1h5zRiOVDtkQHIB9vaitbnM0YtrcCUSuxwQSeD0B6j9BWnA2LeMD+6P5VzFtexDTZ5ghRWzjLZ3DaSCPyrX0jVbOeN1v7l7UqQI2WB5Fb67en41MpKOrCMWzVD0u+s6xvTdxOxGCrlev4/1qy0oRSzMABySe1VcLWONvLC0uL26kljDMZ5Mncf7xrNcJb3qQx5Ea4IUsTgk9s1XuLvzrh5X3KXYsyo5AGeuBUayL9pG0nGVPJLZGf06VCvfU3aVrI6XRx9nvo55vlRXyfXvXdxzpIgdHDKehByK81muiiKQSOR/Our0vUrW20iA3FwinkYzk8knoKaYmjU1a9NpYs4OCx2j/AD+FcI0jyszlhg9u9dN4injuPD/2uFwyIwYEdxnb/WvNr7xCkJIjt3IHQqeD+lZVNWb0bJXN4lR35qPfEDktXLRa8bl8BtmT0NMu9Ulh6g+3vWR1Jq1zq2dHXAqN0kVcIOPauLXXr+V/LjkSNc9hk1o22qPCCxuJ3fuDE5B/SnYjnR0MUnlAknmq814+7k/L6Cs6LWYLq48jJWfuhUqf1FOuLmJosq6k+xzQrktpo67wZqhh1o2pYbLlD+agn/GiuS0q/FtqcEmWR0BIG091PI/OiuiL0OOpH3tDZF5AYxp4G3McZDFxgfu/p6NVtGjDYVHynQk5/rzWBeaTqV5IJGtZgwGMB48f+he9PGl67gkfaAT3Lof/AGai7IsdEmp+RDDbxS5M0pdyhIKLtGAffr+VZl/qd6ISGnlkVicr5hFZ39kaorKxjn+XrkKc/k1MvbO+ljCNDP1J3eV06en0pXZcnFvRWNFLho7R2wny7hh/mz8xHOT7frVeWGaG4JjiBDKGO1xgNzkdPWsx4dQ8vYWmA9PIbnnPp6mrEMmpvIAZAAByXjaMfntpq9xGkWeS3SRwYWLEYZ/QemPY1ZgsNUlhWWOyubiI5IkMTMmAOmQPerenNZ+VFDNd2bTq24yysgBHcDIPv35ret9ent2C79Nmt8AKot0YDgehGc46+59sbfV6lrpApR6s4GTxBq91DJosVvLLbAhQLVcyPnDcnB7nsB0rmbmG4+YRSOigdWlbJ/WvSpBa2l39sSeLzQx3GNVj+XrwAfU9qwXtbd1DSqnTuK560ZQdmdNK0locMllPJLGqzkO7hQQSeTWrqeitps0JuryS5hkBGJOitwRx9M/lW/Yw2txfBlHFud/THOCP8asakI5wpIyc8exrG5uqZxkmnFmyHcJj5dq8VJBpjkfJNMX9cdK3IZlWdoGjYOp9vzrTQKE4Q5/ClcXIc6NKm+2x3Rf94i4GB1pwsHibc7Aj0NbTzBT93FV77EtsSpAYU02S4ozrUNBtMACuergdPaippYHW7ablFfHHrxjiildjUNDvAanVhtqkG96lEnHSulnnIsbhiopGXHWm7wOOlRyEEYOPpQMqMwB5KnJqEuQfuU+V9oz29CahYMzAjByO1IZegCPjdGD9VrVjt7Yxkm3hJwOsYrHtmYEZPfGa1VclBg9fXqKfM+5SK95ZWi2NxIttCHEbHcIxnoe9cJf6oUQgHtXoEw823kjPAdSv515ddw+Y7noFFZ1ZOW7N8O7XH2+pz2cCllwJCW3dz0xUb69cmRfJXfjrmq7Mjx/O+D2B7VGkKxZLSoQemDWVjfnfQvPLc3TfbdpWQADaO4FXbbVmdBk89xWQ14IgArLwOOaW3LTs0gGPWkxqfc2WuN3ejzd42jPtVEHgc1asE829hiGAGcD9aaIlI6PTdLN2ha8gkiC9Awwf/wBVFdBvPp+VFbKKRySqSbM7cQeO/epQw65FVg2B160oLADBzVsyRYLY5yaiMxJxyfoRTS2O9MdwVxz+VAEbgF8qGAyegx/+uoGBDDEfXknatPMceNzDHvyKjIc58stjPc5/rSKLtuVDYIw3uv8AhV9X4HP9Kyo8lwCx98Hr+dWwcfKO3qeaTGmW/Mya4fXYxa6o6KAElAcY9+v65rry3qw/OsvW9OGo2f7vaLiPmMk4z6j8aUldFU5crOcmmEMYZYtwx/CcVVj1FWJHkkEjnaRmrdtPEiYnXp1BHQ9xUn2qyydsS5PfFYnatdiJAkqAtGQBwNxzVWQpbuQo+Vuaty3CbSEGMCsa5uMnggj3FSEnYuNKpQ7etaeggvqcO4ck5z9B/wDWrBic7Qcf/Xqa8nmsdKe4gleKYMu11OCORVrQylqj00yBjgN09qK47wv4wS/T7NqUyR3QJ2uQFVxjP0B6+naitkcjTRvK2OB+VOLN/gaqbz2pQWz2pkXLZbC8n86hkfOB83timZPf9TTRhRncRz0agYjShOpcexOP50xLkMrbAoP1HP61FPM8fILbRyTjIrFuPENtCx8mNZHH8WBgmlcaVzo45ZGAKBeD6girayHuUzjnBxmvObvX72aXiVkX+7GxUCorbxHqEMpkSZnGOVkJYUFqJ6W86xrukZVX1ZsCuT17xa8E4s9NZGYj5pvvBT7dq5a81Ca/uGmlY72/IewqkgzcbuyihjUe5dgvpTPJE8pxJlgT2bv+dD3c8cmCT/jWdLkMD6GtS3InjAbr61lLc3jsOS/kIPUZpRIrkjnJ9RTzb7e36VPFBnoKi5VixawqQABWhPYx3tq9tJ0ccEdj2qC2XZV2J8HPek2BwV1ay2Ny0MmQR0PrRW54kgEhEoHzCitE9CGduJh6GpA4xXqo+EOnjpqlz/37Wj/hUNh/0Fbn/vha0ujm9lI8qL89PxqjfalBZL+9kyx6IOSa9gk+D9myELrF0jdm8tTisib9n/Tp5DJJ4gvmY9zGtF0UqUup4fq2sS30PlDMMOfmVTy/1rBlYKVCk49M19EH9nbSmGDr99/36Soz+zlpBIP9v33H/TJKV0aKFj54ZyEPrimo5R+OwxX0Qf2cNIYYOv33/fpKP+Gb9IyT/b99z/0ySi4+U+ewwznGKSJuGPrX0Mf2cdIxj+377/v0lKv7OWkKMf2/e/8AfpKLhys+dpBkVNYTGOTafy9a+gW/Zw0puviG/wDp5SUJ+zhpMZBXxBfZHQ+SlTLUpaHktsiXEGe9KLfY+MGvbLb4FabbDA1u7b6xLVo/BXTT/wAxW5z/ANc1rPlZd0eJiP5RgCpord2wRyK9oHwY00f8xS5/79rU6/CHT1GBqdx/37WlysVz578QL5MW49P/AK9Fe4ap8CNP1Qrv128jQfwrEvNFWoiPWqKKKoAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAP/Z) | ![ORCID](../images/orcidFav.png) PROFESÖRGEBZE TEKNİK ÜNİVERSİTESİ/MÜHENDİSLİK FAKÜLTESİ/MAKİNE MÜHENDİSLİĞİ BÖLÜMÜ/TASARIM VE İMALAT MÜHENDİSLİĞİ ANABİLİM DALI/ Mühendislik Temel Alanı Makine Mühendisliği Üretim Teknolojileri ; Makine Tasarımı ve Makine Elemanları ; Sonlu Elemanlar Analizi | fevzibedir[at]gmail.com | AC22837EB5AB7B34 |
55854 | ![FEVZİ NECATİ ECEVİT](../authorimages/photo_m.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRGEBZE TEKNİK ÜNİVERSİTESİ/TEMEL BİLİMLER FAKÜLTESİ/FİZİK BÖLÜMÜ/KATIHAL FİZİĞİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Fizik Optik- Fotonik- Fiber Optik | fnecati[at]gtu.edu.tr | 74759905EDF23DB7 |
60638 | ![FİKRET YILDIZ](../authorimages/photo_m.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRGEBZE TEKNİK ÜNİVERSİTESİ/TEMEL BİLİMLER FAKÜLTESİ/FİZİK BÖLÜMÜ/GENEL FİZİK ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Fizik Nanoteknoloji ; Yoğun Madde Fiziği ; Malzeme Fiziği | | CB57B62BE2889A1E |
1151 | ![GÖKHAN ÖZER](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRGEBZE TEKNİK ÜNİVERSİTESİ/İŞLETME FAKÜLTESİ/İŞLETME BÖLÜMÜ/MUHASEBE VE FİNANSMAN ANABİLİM DALI/ Sosyal-Beşeri ve İdari Bilimler Temel Alanı Muhasebe Kurumsal Yönetişim ; Yönetim ve Maliyet Muhasebesi ; Muhasebe Etiği | ozer[at]gtu.edu.tr | 7B8FAD1F3AEDB43C |
47514 | ![GÖNÜL YENİLMEZ ÇİFTÇİ](../authorimages/photo_w.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRGEBZE TEKNİK ÜNİVERSİTESİ/TEMEL BİLİMLER FAKÜLTESİ/KİMYA BÖLÜMÜ/ANORGANİK KİMYA ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Kimya Anorganik Kimya | yenilmez[at]gtu.edu.tr | 7918F4EA92C10C66 |
101916 | ![HAKAN KİTAPCI](../authorimages/photo_m.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRGEBZE TEKNİK ÜNİVERSİTESİ/İŞLETME FAKÜLTESİ/İŞLETME BÖLÜMÜ/ÜRETİM YÖNETİMİ VE PAZARLAMA ANABİLİM DALI/ Sosyal-Beşeri ve İdari Bilimler Temel Alanı Yönetim ve Organizasyon Teknoloji ve Yenilik Yönetimi ; Girişimcilik ; Örgütsel Davranış | kitapci[at]gtu.edu.tr | 1B520871695E5AFF |
2165 | ![HALİT YANIKKAYA](../authorimages/photo_m.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRGEBZE TEKNİK ÜNİVERSİTESİ/İŞLETME FAKÜLTESİ/İKTİSAT BÖLÜMÜ/İKTİSADİ GELİŞME VE ULUSLARARASI İKTİSAT ANABİLİM DALI/ Sosyal-Beşeri ve İdari Bilimler Temel Alanı Makro İktisat Büyüme ; Gelişme Ekonomisi | | 3711814A3A898BEF |
38781 | ![HANİFE İBİŞOĞLU](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRGEBZE TEKNİK ÜNİVERSİTESİ/TEMEL BİLİMLER FAKÜLTESİ/KİMYA BÖLÜMÜ/ANORGANİK KİMYA ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Kimya Anorganik Kimya | ibisoglu[at]gtu.edu.tr | 2F715463BA862B23 |
59693 | ![HASARİ ÇELEBİ](../authorimages/photo_m.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRGEBZE TEKNİK ÜNİVERSİTESİ/MÜHENDİSLİK FAKÜLTESİ/BİLGİSAYAR MÜHENDİSLİĞİ BÖLÜMÜ/BİLGİSAYAR MÜHENDİSLİĞİ KURAMSAL TEMELLER ANABİLİM DALI/ Mühendislik Temel Alanı Elektrik-Elektronik Mühendisliği Haberleşme ; İşaret İşleme | hcelebi[at]gtu.edu.tr | 47580A322FC53B1F |
42078 | ![HAYAL BÜLBÜL SÖNMEZ](../authorimages/photo_w.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRGEBZE TEKNİK ÜNİVERSİTESİ/TEMEL BİLİMLER FAKÜLTESİ/KİMYA BÖLÜMÜ/ORGANİK KİMYA ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Kimya Polimer Bilimi | hayalsonmez[at]gtu.edu.tr | 0CC3C804572533BF |
16364 | ![HÜSEYİN İNCE](../authorimages/photo_m.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRGEBZE TEKNİK ÜNİVERSİTESİ/İŞLETME FAKÜLTESİ/İKTİSAT BÖLÜMÜ/İKTİSADİ GELİŞME VE ULUSLARARASI İKTİSAT ANABİLİM DALI/ Sosyal-Beşeri ve İdari Bilimler Temel Alanı Nicel Karar Yöntemleri Veri Analitiği ; Yöneylem Araştırması ; İşletme İstatistiği | | 1CB60F5004A0454A |
32290 | ![HÜSEYİN YILMAZ](../authorimages/photo_m.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRGEBZE TEKNİK ÜNİVERSİTESİ/MÜHENDİSLİK FAKÜLTESİ/MALZEME BİLİMİ VE MÜHENDİSLİĞİ BÖLÜMÜ/ELEKTRONİK MALZEMELER ANABİLİM DALI/ Mühendislik Temel Alanı Malzeme ve Metalurji Mühendisliği Seramik Malzemeler | h.yilmaz[at]gtu.edu.tr | 9A06997AA3C9F275 |
35577 | ![HÜSEYİN CENGİZ YATMAZ](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRGEBZE TEKNİK ÜNİVERSİTESİ/MÜHENDİSLİK FAKÜLTESİ/ÇEVRE MÜHENDİSLİĞİ BÖLÜMÜ/SU KİRLİLİĞİ VE ATIKSU KONTROL TEKNOLOJİSİ ANABİLİM DALI/ Mühendislik Temel Alanı Çevre Bilimleri ve Mühendisliği Çevre Kimyası ; Su Kirliliği ve Kontrolü ; Nanoteknoloji | yatmaz[at]gtu.edu.tr | 8306CC41B18FC1D6 |