23797 | ![ŞEHMUS ERTOP](../authorimages/photo_m.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRZONGULDAK BÜLENT ECEVİT ÜNİVERSİTESİ/TIP FAKÜLTESİ/DAHİLİ TIP BİLİMLERİ BÖLÜMÜ/İÇ HASTALIKLARI ANABİLİM DALI/ Sağlık Bilimleri Temel Alanı Hematoloji (İç Hastalıkları) | drsertop[at]yahoo.com | 7C8DA11F38A9E4D4 |
144554 | ![ŞEMSEDDİN DAĞLI](../authorimages/photo_m.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRZONGULDAK BÜLENT ECEVİT ÜNİVERSİTESİ/GÜZEL SANATLAR FAKÜLTESİ/RESİM BÖLÜMÜ/RESİM ANASANAT DALI/ Güzel Sanatlar Temel Alanı Plastik Sanatlar Disiplinler Arası Sanat ; Resim ; Baskı Resim | szdagli[at]hotmail.com | 52C714081545D9A6 |
23451 | ![ŞENAY ÖZDOLAP ÇOBAN](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRZONGULDAK BÜLENT ECEVİT ÜNİVERSİTESİ/TIP FAKÜLTESİ/DAHİLİ TIP BİLİMLERİ BÖLÜMÜ/FİZİKSEL TIP VE REHABİLİTASYON ANABİLİM DALI/ Sağlık Bilimleri Temel Alanı Fiziksel Tıp ve Rehabilitasyon | senayozd[at]yahoo.com | 4F4A0545F6164ACC |
27385 | ![ŞENOL HAKAN KUTOĞLU](../authorimages/photo_m.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRZONGULDAK BÜLENT ECEVİT ÜNİVERSİTESİ/MÜHENDİSLİK FAKÜLTESİ/HARİTA MÜHENDİSLİĞİ BÖLÜMÜ/HARİTA MÜHENDİSLİĞİ ANABİLİM DALI/ Mühendislik Temel Alanı Harita Mühendisliği Jeodezi ; Ölçme Tekniği ; Uzaktan Algılama | kutogluh[at]hotmail.com | 761779C445415831 |
28683 | ![ŞERMİN ŞENTURAN](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRZONGULDAK BÜLENT ECEVİT ÜNİVERSİTESİ/ÇAYCUMA MESLEK YÜKSEKOKULU/YÖNETİM VE ORGANİZASYON BÖLÜMÜ/İNSAN KAYNAKLARI YÖNETİMİ PR./ Sosyal-Beşeri ve İdari Bilimler Temel Alanı Yönetim ve Organizasyon İnsan Kaynakları Yönetimi ; Örgütsel Davranış ; Stratejik Yönetim | senturansermin[at]gmail.com | 5AADE66FE5E36853 |
20584 | ![ŞEYDA KORKUT URU](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRZONGULDAK BÜLENT ECEVİT ÜNİVERSİTESİ/MÜHENDİSLİK FAKÜLTESİ/ÇEVRE MÜHENDİSLİĞİ BÖLÜMÜ/ÇEVRE MÜHENDİSLİĞİ ANABİLİM DALI/ Mühendislik Temel Alanı Çevre Bilimleri ve Mühendisliği Su Kirliliği ve Kontrolü ; Çevre Biyoteknolojisi | s.korkut[at]beun.edu.tr | 15BBF0BBE7C9FCEB |
13350 | ![TANER BAYRAKTAROĞLU](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRZONGULDAK BÜLENT ECEVİT ÜNİVERSİTESİ/TIP FAKÜLTESİ/DAHİLİ TIP BİLİMLERİ BÖLÜMÜ/İÇ HASTALIKLARI ANABİLİM DALI/ Sağlık Bilimleri Temel Alanı Endokrinoloji ve Metabolizma Hastalıkları (İç Hastalıkları) | | 9B46633838FC5477 |
22228 | ![TİMUR KOPARAN](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRZONGULDAK BÜLENT ECEVİT ÜNİVERSİTESİ/EREĞLİ EĞİTİM FAKÜLTESİ/MATEMATİK VE FEN BİLİMLERİ EĞİTİMİ BÖLÜMÜ/MATEMATİK EĞİTİMİ ANABİLİM DALI/ Eğitim Bilimleri Temel Alanı İlköğretim Matematik Eğitimi İlköğretim Matematik Eğitimi | timurkoparan[at]gmail.com | F07F113C002903F8 |
27651 | ![TÜLAY KUZLU AYYILDIZ](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRZONGULDAK BÜLENT ECEVİT ÜNİVERSİTESİ/SAĞLIK BİLİMLERİ FAKÜLTESİ/HEMŞİRELİK BÖLÜMÜ/ÇOCUK SAĞLIĞI VE HASTALIKLARI HEMŞİRELİĞİ ANABİLİM DALI/ Sağlık Bilimleri Temel Alanı Çocuk Sağlığı ve Hastalıkları Hemşireliği | tayyildiz67[at]hotmail.com | 54700C008048E503 |
32465 | ![TÜRKAN KOPAÇ](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRZONGULDAK BÜLENT ECEVİT ÜNİVERSİTESİ/FEN FAKÜLTESİ/KİMYA BÖLÜMÜ/FİZİKOKİMYA ANABİLİM DALI/ Mühendislik Temel Alanı Kimya Mühendisliği Adsorpsiyonlu Süreçler ; Nanoteknoloji ; Katalizörler ve Katalitik Tepkimeler | turkankopac[at]yahoo.com | ECD80B9D667572FB |
148384 | ![VEFA SAYGIN ÖĞÜTLE](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRZONGULDAK BÜLENT ECEVİT ÜNİVERSİTESİ/İNSAN VE TOPLUM BİLİMLERİ FAKÜLTESİ/SOSYOLOJİ BÖLÜMÜ/KURUMLAR SOSYOLOJİSİ ANABİLİM DALI/ Sosyal-Beşeri ve İdari Bilimler Temel Alanı Sosyoloji Bilgi ve Bilim Sosyolojisi ; Niteliksel Yöntemler ; Sosyal Hareketler | vsogutle[at]gmail.com | 1AA20DEE509CA317 |
22792 | ![VEYSEL HAKTAN ÖZAÇMAK](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRZONGULDAK BÜLENT ECEVİT ÜNİVERSİTESİ/TIP FAKÜLTESİ/TEMEL TIP BİLİMLERİ BÖLÜMÜ/FİZYOLOJİ ANABİLİM DALI/ Sağlık Bilimleri Temel Alanı Fizyoloji | ozacmak[at]beun.edu.tr | 2BB8E4353EFD4BCB |
34808 | ![YASEMİN ERSOY](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRZONGULDAK BÜLENT ECEVİT ÜNİVERSİTESİ/İKTİSADİ VE İDARİ BİLİMLER FAKÜLTESİ/İŞLETME BÖLÜMÜ/MUHASEBE VE FİNANSMAN ANABİLİM DALI/ Sosyal-Beşeri ve İdari Bilimler Temel Alanı Muhasebe Finansal Muhasebe ; Denetim ; Yönetim ve Maliyet Muhasebesi | yekose[at]gmail.com | 9C5E9D5E611ECE88 |
145794 | ![YEŞİM BÜYÜKMERİÇ](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRZONGULDAK BÜLENT ECEVİT ÜNİVERSİTESİ/MÜHENDİSLİK FAKÜLTESİ/JEOLOJİ MÜHENDİSLİĞİ BÖLÜMÜ/GENEL JEOLOJİ ANABİLİM DALI/ Mühendislik Temel Alanı Yer Bilimleri ve Mühendisliği Paleontoloji-Palinoloji-Stratigrafi ; Paleoiklim ve İklim Değişikliği ; Sedimantoloji | yesim.buyukmeric[at]yahoo.com | D4266E8E32BB6608 |
3916 | ![YILMAZ YILDIRIM](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRZONGULDAK BÜLENT ECEVİT ÜNİVERSİTESİ/MÜHENDİSLİK FAKÜLTESİ/ÇEVRE MÜHENDİSLİĞİ BÖLÜMÜ/ÇEVRE MÜHENDİSLİĞİ ANABİLİM DALI/ Mühendislik Temel Alanı Çevre Bilimleri ve Mühendisliği Hava Kirliliği ve Kontrolü ; Atık Yönetimi ; Temiz Üretim Teknolojileri | yilmaz.yildirim[at]beun.edu.tr | 7EF057A99E19282F |
26427 | ![YUSUF KAYA](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRZONGULDAK BÜLENT ECEVİT ÜNİVERSİTESİ/FEN FAKÜLTESİ/MATEMATİK BÖLÜMÜ/GEOMETRİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Matematik Geometri ; Topoloji | yusufkaya69[at]gmail.com | 4651FB92DF291625 |
30165 | ![YUSUF AYTAÇ ONUR](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRZONGULDAK BÜLENT ECEVİT ÜNİVERSİTESİ/MÜHENDİSLİK FAKÜLTESİ/MAKİNE MÜHENDİSLİĞİ BÖLÜMÜ/MAKİNE MÜHENDİSLİĞİ ANABİLİM DALI/ Mühendislik Temel Alanı Makine Mühendisliği Makine Tasarımı ve Makine Elemanları ; Bilgisayar Destekli Tasarım ve Üretim ; Sonlu Elemanlar Analizi | | 0D064E49B72B1B78 |
13016 | ![YÜCEL ÜSTÜNDAĞ](../authorimages/photo_m.jpg) | PROFESÖRZONGULDAK BÜLENT ECEVİT ÜNİVERSİTESİ/TIP FAKÜLTESİ/DAHİLİ TIP BİLİMLERİ BÖLÜMÜ/İÇ HASTALIKLARI ANABİLİM DALI/ Sağlık Bilimleri Temel Alanı Gastroenteroloji (İç Hastalıkları) | yucelustundag[at]yahoo.com.tr | B86B57276431F56A |
36657 | ![YÜKSEL AYAZ](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRZONGULDAK BÜLENT ECEVİT ÜNİVERSİTESİ/FEN FAKÜLTESİ/FİZİK BÖLÜMÜ/KATIHAL FİZİĞİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Fizik Yoğun Madde Fiziği ; Optik- Fotonik- Fiber Optik ; Elektromanyetizma | ayaz[at]beun.edu.tr | 4A2DA37859A9BB95 |
31664 | ![YÜKSEL SOYKAN](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRZONGULDAK BÜLENT ECEVİT ÜNİVERSİTESİ/FEN FAKÜLTESİ/MATEMATİK BÖLÜMÜ/FONKSİYONEL ANALİZ VE FONKSİYONLAR TEORİSİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Matematik Matematiksel Analiz | yuksel_soykan[at]hotmail.com | ABB65374CC6AB975 |