45145 | ![ABDULLAH ACEHAN](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRKÜTAHYA DUMLUPINAR ÜNİVERSİTESİ/FEN-EDEBİYAT FAKÜLTESİ/TÜRK DİLİ VE EDEBİYATI BÖLÜMÜ/YENİ TÜRK EDEBİYATI ANABİLİM DALI/ Filoloji Temel Alanı Yeni Türk Edebiyatı Türkiye Sahası Yeni Türk Edebiyatı | abdullah.acehan[at]dpu.edu.tr | 7D76DF401A53ABA4 |
6654 | ![ABDULLAH İLGAZİ](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRKÜTAHYA DUMLUPINAR ÜNİVERSİTESİ/FEN-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 | ailgazi65[at]hotmail.com | AF78E859C15538FE |
58305 | ![AHMET BOZ](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRKÜTAHYA DUMLUPINAR ÜNİVERSİTESİ/FEN-EDEBİYAT FAKÜLTESİ/MATEMATİK BÖLÜMÜ/UYGULAMALI MATEMATİK ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Matematik Uygulamalı Matematik ; Matematiksel Analiz | ahmet.boz[at]dpu.edu.tr | 669E8B4BB0495574 |
129310 | ![ALİ SERDAR NAZLIPINAR](../authorimages/photo_m.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRKÜTAHYA DUMLUPINAR ÜNİVERSİTESİ/FEN-EDEBİYAT FAKÜLTESİ/MATEMATİK BÖLÜMÜ/UYGULAMALI MATEMATİK ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Matematik Uygulamalı Matematik ; Matematiksel Analiz | ali.nazlipinar[at]dpu.edu.tr | DE57658D80CD2958 |
42553 | ![ALPER TOLGA ÇOLAK](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRKÜTAHYA DUMLUPINAR ÜNİVERSİTESİ/FEN-EDEBİYAT FAKÜLTESİ/KİMYA BÖLÜMÜ/ANORGANİK KİMYA ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Kimya Anorganik Kimya | | FAA8144CD531FA30 |
19390 | ![ALTAY TAYFUN ÖZCAN](../authorimages/photo_m.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRKÜTAHYA DUMLUPINAR ÜNİVERSİTESİ/FEN-EDEBİYAT FAKÜLTESİ/TARİH BÖLÜMÜ/GENEL TÜRK TARİHİ ANABİLİM DALI/ Sosyal-Beşeri ve İdari Bilimler Temel Alanı Genel Türk Tarihi İslam Öncesi Türk Tarihi ; Türk Halkları ve Toplulukları ; Türk Kültür Tarihi | altayfun[at]gmail.com | D762B9136A768580 |
52578 | ![ANIL İÇA](../authorimages/photo_m.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRKÜTAHYA DUMLUPINAR ÜNİVERSİTESİ/FEN-EDEBİYAT FAKÜLTESİ/BİYOLOJİ BÖLÜMÜ/MOLEKÜLER BİYOLOJİ ANABİLİM DALI/ Sağlık Bilimleri Temel Alanı Veteriner Parazitolojisi | | A2C1C71265A2BAE3 |
23300 | ![ARİF KOLAY](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRKÜTAHYA DUMLUPINAR ÜNİVERSİTESİ/FEN-EDEBİYAT FAKÜLTESİ/TARİH BÖLÜMÜ/YAKINÇAĞ TARİHİ ANABİLİM DALI/ Sosyal-Beşeri ve İdari Bilimler Temel Alanı Yakın Çağ Tarihi Osmanlı Tarihi ; Yenileşme Tarihi ; Kent Tarihi | arif.kolay[at]dpu.edu.tr | CA7C626C3B7AE3B8 |
5462 | ![ATALAY KÜÇÜKBURSA](../authorimages/photo_m.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRKÜTAHYA DUMLUPINAR ÜNİVERSİTESİ/FEN-EDEBİYAT FAKÜLTESİ/FİZİK BÖLÜMÜ/NÜKLEER FİZİK ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Fizik Nükleer Fizik ; Yüksek Enerji ve Parçacık Fiziği | atalay.kucukbursa[at]dpu.edu.tr | 748681536A610258 |
26106 | ![ATİLLA BATUR](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRKÜTAHYA DUMLUPINAR ÜNİVERSİTESİ/FEN-EDEBİYAT FAKÜLTESİ/TÜRK DİLİ VE EDEBİYATI BÖLÜMÜ/ESKİ TÜRK EDEBİYATI ANABİLİM DALI/ Filoloji Temel Alanı Klasik Türk Edebiyatı Osmanlı Sahası Klasik Türk Edebiyatı ; Osmanlı Sahası Dışındaki Klasik Türk Edebiyatı | atilla.batur[at]dpu.edu.tr | A6F1A97063937909 |
9131 | ![AYHAN KAHRAMAN](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRKÜTAHYA DUMLUPINAR ÜNİVERSİTESİ/FEN-EDEBİYAT FAKÜLTESİ/İNGİLİZ DİLİ VE EDEBİYATI BÖLÜMÜ/İNGİLİZ DİLİ VE EDEBİYATI ANABİLİM DALI/ Eğitim Bilimleri Temel Alanı İngiliz Dili Eğitimi İngiliz Dili Eğitimi | ayhan.kahraman[at]dpu.edu.tr | B614FA6F49876CF4 |
48961 | ![AYŞE FUNDA SAĞLAMER](../authorimages/photo_w.jpg) | PROFESÖRKÜTAHYA DUMLUPINAR ÜNİVERSİTESİ/FEN-EDEBİYAT FAKÜLTESİ/MATEMATİK BÖLÜMÜ/GEOMETRİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Matematik Geometri ; Cebir ve Sayılar Teorisi | | EBF51B767C533C3C |
148903 | ![AYŞE NUR SIR DÜNDAR](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRKÜTAHYA DUMLUPINAR ÜNİVERSİTESİ/FEN-EDEBİYAT FAKÜLTESİ/TÜRK DİLİ VE EDEBİYATI BÖLÜMÜ/YENİ TÜRK DİLİ ANABİLİM DALI/ Filoloji Temel Alanı Türk Dili Yeni Türk Dili (Eski Anadolu- Osmanlı- Türkiye Türkçesi) | aysenur.sir[at]dpu.edu.tr | AA03276801D7014E |
34240 | ![BÜLENT CIRIK](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRKÜTAHYA DUMLUPINAR ÜNİVERSİTESİ/FEN-EDEBİYAT FAKÜLTESİ/TARİH BÖLÜMÜ/YAKINÇAĞ TARİHİ ANABİLİM DALI/ Sosyal-Beşeri ve İdari Bilimler Temel Alanı Yakın Çağ Tarihi Osmanlı Tarihi ; Orta Doğu Tarihi ; Sosyal Tarih | bulent1995[at]hotmail.com | 134F3BAA951B0053 |
25114 | ![BÜLENT ZEYBEK](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRKÜTAHYA DUMLUPINAR ÜNİVERSİTESİ/FEN-EDEBİYAT FAKÜLTESİ/KİMYA BÖLÜMÜ/FİZİKOKİMYA ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Kimya Fiziksel Kimya ; Elektrokimya | bulent.zeybek[at]dpu.edu.tr | 2FA66FC907B96AF1 |
31787 | ![CENGİZ YENİKAYA](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRKÜTAHYA DUMLUPINAR ÜNİVERSİTESİ/FEN-EDEBİYAT FAKÜLTESİ/KİMYA BÖLÜMÜ/ANORGANİK KİMYA ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Kimya Anorganik Kimya | cengiz.yenikaya[at]dpu.edu.tr | 3B9764B0BB841605 |
130198 | ![CÜNEYD NADİR SOLAK](../authorimages/photo_m.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRKÜTAHYA DUMLUPINAR ÜNİVERSİTESİ/FEN-EDEBİYAT FAKÜLTESİ/BİYOLOJİ BÖLÜMÜ/GENEL BİYOLOJİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Biyoloji Limnoloji ; Hidrobiyoloji | | CD860AA24FF4DC17 |
128597 | ![DERYA KOYUNCU ZEYBEK](../authorimages/photo_w.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRKÜTAHYA DUMLUPINAR ÜNİVERSİTESİ/FEN-EDEBİYAT FAKÜLTESİ/BİYOKİMYA BÖLÜMÜ/BİYOTEKNOLOJİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Kimya Biyokimya | derya.kzeybek[at]dpu.edu.tr | 46537A0DC6DFE020 |
21682 | ![EMİNE DİNGEÇ](../authorimages/photo_w.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRKÜTAHYA DUMLUPINAR ÜNİVERSİTESİ/FEN-EDEBİYAT FAKÜLTESİ/TARİH BÖLÜMÜ/YENİÇAĞ TARİHİ ANABİLİM DALI/ Sosyal-Beşeri ve İdari Bilimler Temel Alanı Yeni Çağ Tarihi Osmanlı Tarihi ; Balkan Tarihi ; Teşkilat Tarihi | emine.dingec[at]dpu.edu.tr | 2E9FA7FCEA6AA592 |
57224 | ![ERDAL ULUALAN](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRKÜTAHYA DUMLUPINAR ÜNİVERSİTESİ/FEN-EDEBİYAT FAKÜLTESİ/MATEMATİK BÖLÜMÜ/CEBİR VE SAYILAR TEORİSİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Matematik Cebir ve Sayılar Teorisi ; Topoloji ; Matematiğin Temelleri ve Matematiksel Mantık | e.ulualan[at]dpu.edu.tr | 7720C9454BA453B3 |