241094 | ![ABDULLAH AKKURT](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) DOKTOR ÖĞRETİM ÜYESİKAHRAMANMARAŞ SÜTÇÜ İMAM ÜNİVERSİTESİ/FEN FAKÜLTESİ/MATEMATİK BÖLÜMÜ/TOPOLOJİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Matematik Uygulamalı Matematik ; Matematiksel Analiz ; Matematiğin Temelleri ve Matematiksel Mantık | aakkurt[at]ksu.edu.tr | 6530CD240CB900E2 |
377021 | ![ABDULLAH KARGIN](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) DOKTOR ÖĞRETİM ÜYESİGAZİANTEP ÜNİVERSİTESİ/FEN-EDEBİYAT FAKÜLTESİ/MATEMATİK BÖLÜMÜ/MATEMATİĞİN TEMELLERİ VE MATEMATİK LOJİK ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Matematik Matematiğin Temelleri ve Matematiksel Mantık | kargin[at]gantep.edu.tr | 4C888784E7B529C5 |
116728 | ![ABDULLAH YILMAZ](data:image/jpg;base64,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) | ÖĞRETİM GÖREVLİSİÇANKIRI KARATEKİN ÜNİVERSİTESİ/MESLEK YÜKSEKOKULU/TASARIM BÖLÜMÜ/İÇ MEKAN TASARIMI PR./ Fen Bilimleri ve Matematik Temel Alanı Matematik Matematiğin Temelleri ve Matematiksel Mantık | | 406E849E4FCDC744 |
322907 | ![ABDULLAHI YUSUF](../authorimages/photo_m.jpg) | DOKTOR ÖĞRETİM ÜYESİBİRUNİ ÜNİVERSİTESİ/MÜHENDİSLİK VE DOĞA BİLİMLERİ FAKÜLTESİ/BİLGİSAYAR MÜHENDİSLİĞİ BÖLÜMÜ/BİLGİSAYAR MÜHENDİSLİĞİ PR. / Fen Bilimleri ve Matematik Temel Alanı Matematik Uygulamalı Matematik ; Matematiksel Analiz ; Matematiğin Temelleri ve Matematiksel Mantık | abdullahi.yusuf[at]neu.edu.tr | F678222D84C31D7E |
226772 | ![ADEM IRMAK](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) ÖĞRETİM GÖREVLİSİBAYBURT ÜNİVERSİTESİ/SOSYAL BİLİMLER MESLEK YÜKSEKOKULU/FİNANS BANKACILIK VE SİGORTACILIK BÖLÜMÜ/BANKACILIK VE SİGORTACILIK PR./ Fen Bilimleri ve Matematik Temel Alanı Matematik Uygulamalı Matematik ; Matematiğin Temelleri ve Matematiksel Mantık ; Matematiksel Analiz | airmak[at]bayburt.edu.tr | 23F8132E0096E925 |
261401 | ![ADEM KIZILTEPE](../authorimages/photo_m.jpg) | ![ORCID](../images/orcidFav.png) ÖĞRETİM GÖREVLİSİKAFKAS ÜNİVERSİTESİ/KAZIM KARABEKİR TEKNİK BİLİMLER MESLEK YÜKSEKOKULU/ELEKTRİK VE ENERJİ BÖLÜMÜ/ELEKTRİK PR./ Fen Bilimleri ve Matematik Temel Alanı Matematik Matematiksel Analiz ; Matematiğin Temelleri ve Matematiksel Mantık ; Uygulamalı Matematik | | 86B2D4B2B7DAD504 |
106006 | ![ADİL MISIR](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRGAZİ ÜNİVERSİTESİ/FEN FAKÜLTESİ/MATEMATİK BÖLÜMÜ/UYGULAMALI MATEMATİK ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Matematik Uygulamalı Matematik ; Matematiksel Analiz ; Matematiğin Temelleri ve Matematiksel Mantık | | CCBB327709262F7C |
277890 | ![AHMET ÇEVİK](../authorimages/photo_m.jpg) | DOÇENTJANDARMA VE SAHİL GÜVENLİK AKADEMİSİ/GÜVENLİK BİLİMLERİ FAKÜLTESİ/SOSYAL BİLİMLER BÖLÜMÜ/ Fen Bilimleri ve Matematik Temel Alanı Matematik Matematiğin Temelleri ve Matematiksel Mantık | a.cevik[at]hotmail.com | 956C5D8681BA4DE3 |
55087 | ![AHMET HAMAL](../authorimages/photo_m.jpg) | ![ORCID](../images/orcidFav.png) ÖĞRETİM GÖREVLİSİEGE ÜNİVERSİTESİ/FEN FAKÜLTESİ/MATEMATİK BÖLÜMÜ/MATEMATİĞİN TEMELLERİ VE MATEMATİK LOJİK ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Matematik Matematiğin Temelleri ve Matematiksel Mantık | | 5F7B813733FD8B36 |
35077 | ![AHMET ŞAHİNER](../authorimages/photo_m.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRSÜLEYMAN DEMİREL ÜNİVERSİTESİ/MÜHENDİSLİK VE DOĞA BİLİMLERİ FAKÜLTESİ/MATEMATİK BÖLÜMÜ/ANALİZ VE FONKSİYONLAR TEORİSİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Matematik Matematiksel Analiz ; Uygulamalı Matematik ; Matematiğin Temelleri ve Matematiksel Mantık | ahmetsahiner[at]sdu.edu.tr | 60AF7A70F6AEE597 |
25545 | ![AHMET OCAK AKDEMİR](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRAĞRI İBRAHİM ÇEÇEN ÜNİVERSİTESİ/FEN-EDEBİYAT FAKÜLTESİ/MATEMATİK BÖLÜMÜ/ANALİZ VE FONKSİYONLAR TEORİSİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Matematik Uygulamalı Matematik ; Matematiksel Analiz ; Matematiğin Temelleri ve Matematiksel Mantık | ahmetakdemir[at]agri.edu.tr | C74D5BD67A95A370 |
25552 | ![AHMET SİNAN ÇEVİK](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRSELÇUK ÜNİVERSİTESİ/FEN FAKÜLTESİ/MATEMATİK BÖLÜMÜ/CEBİR VE SAYILAR TEORİSİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Matematik Cebir ve Sayılar Teorisi ; Matematiğin Temelleri ve Matematiksel Mantık | sinan.cevik[at]selcuk.edu.tr | 789B03F32F0110BC |
32994 | ![AKIN OSMAN ATAGÜN](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRKIRŞEHİR AHİ EVRAN ÜNİVERSİTESİ/FEN-EDEBİYAT FAKÜLTESİ/MATEMATİK BÖLÜMÜ/CEBİR VE SAYILAR TEORİSİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Matematik Cebir ve Sayılar Teorisi ; Matematiğin Temelleri ve Matematiksel Mantık | aosman.atagun[at]ahievran.edu.tr | 0069143EBE574949 |
399780 | ![ALIREZA AMIRTEIMOORI](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRİSTİNYE ÜNİVERSİTESİ/MÜHENDİSLİK VE DOĞA BİLİMLERİ FAKÜLTESİ/ENDÜSTRİ MÜHENDİSLİĞİ BÖLÜMÜ/ENDÜSTRİ MÜHENDİSLİĞİ PR. / Fen Bilimleri ve Matematik Temel Alanı Matematik Uygulamalı Matematik ; Matematiğin Temelleri ve Matematiksel Mantık | alireza.amirteimoori[at]istinye.edu.tr | 8D3BC88787F1400D |
38415 | ![ALİ AYDOĞDU](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) DOKTOR ÖĞRETİM ÜYESİMİLLİ SAVUNMA ÜNİVERSİTESİ/HAVA ASTSUBAY MESLEK YÜKSEKOKULU/TEMEL BİLİMLER BÖLÜMÜ/ Fen Bilimleri ve Matematik Temel Alanı Matematik Cebir ve Sayılar Teorisi ; Matematiğin Temelleri ve Matematiksel Mantık | aydogduali84[at]gmail.com | E4C1C51BC8CDD807 |
13232 | ![ALİ FİLİZ](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRPAMUKKALE ÜNİVERSİTESİ/FEN FAKÜLTESİ/MATEMATİK BÖLÜMÜ/UYGULAMALI MATEMATİK ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Matematik Uygulamalı Matematik ; Matematiksel Analiz ; Matematiğin Temelleri ve Matematiksel Mantık | alifiliz[at]pau.edu.tr | 242830C983C87BA2 |
193557 | ![ALİ KÖSEOĞLU](../authorimages/photo_m.jpg) | ![ORCID](../images/orcidFav.png) DOKTOR ÖĞRETİM ÜYESİRECEP TAYYİP ERDOĞAN ÜNİVERSİTESİ/FEN-EDEBİYAT FAKÜLTESİ/MATEMATİK BÖLÜMÜ/MATEMATİĞİN TEMELLERİ VE MATEMATİK LOJİK ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Matematik Matematiğin Temelleri ve Matematiksel Mantık ; Uygulamalı Matematik ; Cebir ve Sayılar Teorisi | ali.koseoglu[at]erdogan.edu.tr | F7BA0693801E6CB0 |
8434 | ![ALİ BÜLENT EKİN](data:image/jpg;base64,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) | PROFESÖRANKARA ÜNİVERSİTESİ/FEN FAKÜLTESİ/MATEMATİK BÖLÜMÜ/CEBİR VE SAYILAR TEORİSİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Matematik Cebir ve Sayılar Teorisi ; Matematiğin Temelleri ve Matematiksel Mantık ; Bilgisayar Bilimleri | | 079C5D306E99C23F |
147110 | ![ALKAN ÖZKAN](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) DOÇENTIĞDIR ÜNİVERSİTESİ/FEN-EDEBİYAT FAKÜLTESİ/MATEMATİK BÖLÜMÜ/TOPOLOJİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Matematik Topoloji ; Matematiğin Temelleri ve Matematiksel Mantık | alkan.ozkan[at]igdir.edu.tr | C12868E41F525033 |
219320 | ![ARİF AKKELEŞ](../authorimages/photo_m.jpg) | ![ORCID](../images/orcidFav.png) DOÇENTDOĞU AKDENİZ ÜNİVERSİTESİ/FEN VE EDEBİYAT FAKÜLTESİ/MATEMATİK VE BİLGİSAYAR BİLİMLERİ BÖLÜMÜ/MATEMATİK VE BİLGİSAYAR BİLİMLERİ PR. / Fen Bilimleri ve Matematik Temel Alanı Matematik Uygulamalı Matematik ; Matematiğin Temelleri ve Matematiksel Mantık | arif.akkeles[at]emu.edu.tr | B71D38A16BF9825F |