164274 | ![AHMET İRFAN SEVEN](../authorimages/photo_m.jpg) | PROFESÖRORTA DOĞU TEKNİK ÜNİVERSİTESİ/FEN-EDEBİYAT FAKÜLTESİ/MATEMATİK BÖLÜMÜ/MATEMATİK ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Matematik | | 532E666D91C82F01 |
158675 | ![AKIN AKDAĞ](../authorimages/photo_m.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRORTA DOĞU TEKNİK ÜNİVERSİTESİ/FEN-EDEBİYAT FAKÜLTESİ/KİMYA BÖLÜMÜ/KİMYA ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Kimya Organik Kimya ; Fiziksel Kimya ; Biyokimya | | 8C09D285511772D8 |
30775 | ![ALİ ÇIRPAN](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRORTA DOĞU TEKNİK ÜNİVERSİTESİ/FEN-EDEBİYAT FAKÜLTESİ/KİMYA BÖLÜMÜ/KİMYA ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Kimya Polimer Bilimi ; Elektrokimya ; Fiziksel Kimya | acirpan[at]metu.edu.tr | DBACAF1C59AD122A |
9597 | ![ALİ MURAT GÜLER](../authorimages/photo_m.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRORTA DOĞU TEKNİK ÜNİVERSİTESİ/FEN-EDEBİYAT FAKÜLTESİ/FİZİK BÖLÜMÜ/FİZİK ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Fizik Yüksek Enerji ve Parçacık Fiziği ; Hızlandırıcı Dedektör Fiziği | amg[at]metu.edu.tr | C317F554233600B4 |
182957 | ![ALPAN BEK](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRORTA DOĞU TEKNİK ÜNİVERSİTESİ/FEN-EDEBİYAT FAKÜLTESİ/FİZİK BÖLÜMÜ/FİZİK ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Fizik Optik- Fotonik- Fiber Optik ; Nanoteknoloji ; Optoelektronik | bek[at]metu.edu.tr | E48B5D5010E36332 |
11925 | ![ALTAN BAYKAL](../authorimages/photo_m.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRORTA DOĞU TEKNİK ÜNİVERSİTESİ/FEN-EDEBİYAT FAKÜLTESİ/FİZİK BÖLÜMÜ/FİZİK ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Fizik Astronomi- Astrofizik ve Uzay Bilimleri | altan[at]metu.edu.tr | 0D083C95F01E4F8A |
55366 | ![ALTUĞ ÖZPİNECİ](../authorimages/photo_m.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRORTA DOĞU TEKNİK ÜNİVERSİTESİ/FEN-EDEBİYAT FAKÜLTESİ/FİZİK BÖLÜMÜ/FİZİK ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Fizik Yüksek Enerji ve Parçacık Fiziği ; Nükleer Fizik | ozpineci[at]metu.edu.tr | 9DE1AB0F1032377F |
183145 | ![AYÇA ERGUN ÖZBOLAT](../authorimages/photo_w.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRORTA DOĞU TEKNİK ÜNİVERSİTESİ/FEN-EDEBİYAT FAKÜLTESİ/SOSYOLOJİ BÖLÜMÜ/SOSYOLOJİ KURAMLARI VE METODOLOJİSİ ANABİLİM DALI/ Sosyal-Beşeri ve İdari Bilimler Temel Alanı Siyasal Hayat ve Kurumlar Siyaset Sosyolojisi ; Türk Siyasal Hayatı ; Karşılaştırmalı Siyasi Hareketler | ayer[at]metu.edu.tr | 5951EA34191BC8AF |
6273 | ![AYHAN SOL](../authorimages/photo_m.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRORTA DOĞU TEKNİK ÜNİVERSİTESİ/FEN-EDEBİYAT FAKÜLTESİ/FELSEFE BÖLÜMÜ/BİLİM TARİHİ VE FELSEFESİ ANABİLİM DALI/ Sosyal-Beşeri ve İdari Bilimler Temel Alanı Felsefe Bilim Felsefesi ; Uygulamalı Etik ; Bilim ve Teknoloji Tarihi | | F24C3C5EB23079A0 |
125968 | ![AYŞE CEYLAN TOKLUOĞLU](../authorimages/photo_w.jpg) | PROFESÖRORTA DOĞU TEKNİK ÜNİVERSİTESİ/FEN-EDEBİYAT FAKÜLTESİ/SOSYOLOJİ BÖLÜMÜ/KURUMLAR SOSYOLOJİSİ ANABİLİM DALI/ Sosyal-Beşeri ve İdari Bilimler Temel Alanı Sosyoloji Irk ve Etnisite Çalışmaları | | 1FE436EFF25D037A |
119176 | ![AYŞE ELİF ERSON BENSAN](../authorimages/photo_w.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRORTA DOĞU TEKNİK ÜNİVERSİTESİ/FEN-EDEBİYAT FAKÜLTESİ/BİYOLOJİK BİLİMLER BÖLÜMÜ/BİYOLOJİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Moleküler Biyoloji ve Genetik Moleküler Biyoloji | | 56EDF553380EFBEA |
106409 | ![AYŞE GÜL GÖZEN](../authorimages/photo_w.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRORTA DOĞU TEKNİK ÜNİVERSİTESİ/FEN-EDEBİYAT FAKÜLTESİ/BİYOLOJİK BİLİMLER BÖLÜMÜ/BİYOLOJİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Biyoloji Bakteriyoloji ; Biyoteknoloji | agozen[at]metu.edu.tr | 6F5FAE9A4715D38C |
6318 | ![AYŞE NUR SAKTANBER](../authorimages/photo_w.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRORTA DOĞU TEKNİK ÜNİVERSİTESİ/FEN-EDEBİYAT FAKÜLTESİ/SOSYOLOJİ BÖLÜMÜ/KURUMLAR SOSYOLOJİSİ ANABİLİM DALI/ Sosyal-Beşeri ve İdari Bilimler Temel Alanı Sosyoloji Kültür Sosyolojisi ; Toplumsal Cinsiyet ; İletişim Sosyolojisi | sakta[at]metu.edu.tr | 969D1E13752EF8AB |
163709 | ![AYŞEGÜL AYDINGÜN](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRORTA DOĞU TEKNİK ÜNİVERSİTESİ/FEN-EDEBİYAT FAKÜLTESİ/SOSYOLOJİ BÖLÜMÜ/KURUMLAR SOSYOLOJİSİ ANABİLİM DALI/ Sosyal-Beşeri ve İdari Bilimler Temel Alanı Sosyoloji Irk ve Etnisite Çalışmaları ; Din Sosyolojisi | aydingun[at]metu.edu.tr | EA75298EAAC63D05 |
2337 | ![AYŞEN AKKAYA](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRORTA DOĞU TEKNİK ÜNİVERSİTESİ/FEN-EDEBİYAT FAKÜLTESİ/İSTATİSTİK BÖLÜMÜ/İSTATİSTİK ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı İstatistik Teorik İstatistik ; Olasılık ve Stokastik Süreçler ; İstatistiksel Analiz | akkay[at]metu.edu.tr | 15DA00935C410864 |
184312 | ![AYŞEN YILMAZ](../authorimages/photo_w.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRORTA DOĞU TEKNİK ÜNİVERSİTESİ/FEN-EDEBİYAT FAKÜLTESİ/KİMYA BÖLÜMÜ/KİMYA ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Kimya Anorganik Kimya ; Yüzey Kimyası ; Enerji | ayseny[at]metu.edu.tr | D08DA05D59F0B52B |
1899 | ![BAHTİYAR ÖZGÜR SARIOĞLU](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRORTA DOĞU TEKNİK ÜNİVERSİTESİ/FEN-EDEBİYAT FAKÜLTESİ/FİZİK BÖLÜMÜ/FİZİK ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Fizik Matematiksel Fizik ; Yüksek Enerji ve Parçacık Fiziği ; Elektromanyetizma | | 704E1277BC2473F6 |
184480 | ![BARIŞ SÜRÜCÜ](../authorimages/photo_m.jpg) | PROFESÖRORTA DOĞU TEKNİK ÜNİVERSİTESİ/FEN-EDEBİYAT FAKÜLTESİ/İSTATİSTİK BÖLÜMÜ/İSTATİSTİK ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı İstatistik | sbaris[at]metu.edu.tr | D0AD89DC31648EAB |
9599 | ![BAYRAM TEKİN](../authorimages/photo_m.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRORTA DOĞU TEKNİK ÜNİVERSİTESİ/FEN-EDEBİYAT FAKÜLTESİ/FİZİK BÖLÜMÜ/FİZİK ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Fizik Matematiksel Fizik ; Yüksek Enerji ve Parçacık Fiziği | bayramtekin[at]gmail.com | 8B01490E164AD5BF |
135568 | ![BENGİ ÖNER ÖZKAN](../authorimages/photo_w.jpg) | PROFESÖRORTA DOĞU TEKNİK ÜNİVERSİTESİ/FEN-EDEBİYAT FAKÜLTESİ/PSİKOLOJİ BÖLÜMÜ/SOSYAL PSİKOLOJİ ANABİLİM DALI/ Sosyal-Beşeri ve İdari Bilimler Temel Alanı Sosyal Psikoloji | bengi[at]metu.edu.tr | 00A32E8353CA705E |