41804 | ![AYTEKİN GÜVEN](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRBOLU ABANT İZZET BAYSAL ÜNİVERSİTESİ/İKTİSADİ VE İDARİ BİLİMLER FAKÜLTESİ/İKTİSAT BÖLÜMÜ/İKTİSAT TEORİSİ ANABİLİM DALI/ Sosyal-Beşeri ve İdari Bilimler Temel Alanı Mikro İktisat Çalışma Ekonomisi ; Sanayi Ekonomisi ; İktisat Teorisi | guven_a1[at]ibu.edu.tr | E8837CFF9E05DB28 |
21124 | ![RÜŞTÜ YAYAR](../authorimages/photo_m.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRTOKAT GAZİOSMANPAŞA ÜNİVERSİTESİ/İKTİSADİ VE İDARİ BİLİMLER FAKÜLTESİ/İKTİSAT BÖLÜMÜ/İKTİSAT TEORİSİ ANABİLİM DALI/ Sosyal-Beşeri ve İdari Bilimler Temel Alanı Mikro İktisat İktisat Teorisi ; Davranışsal İktisat ; Sanayi Ekonomisi | rustu.yayar[at]gop.edu.tr | 8B1519C810237D9E |
105852 | ![AFFAN HAKAN ÇERMİKLİ](../authorimages/photo_m.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRANKARA HACI BAYRAM VELİ ÜNİVERSİTESİ/İKTİSADİ VE İDARİ BİLİMLER FAKÜLTESİ/İKTİSAT BÖLÜMÜ/İKTİSAT ANABİLİM DALI/ Sosyal-Beşeri ve İdari Bilimler Temel Alanı Mikro İktisat İktisat Teorisi ; Sanayi Ekonomisi ; Enerji Ekonomisi | hakan.cermikli[at]hbv.edu.tr | F098545C06F10384 |
12029 | ![MÜSLÜME NARİN](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRANKARA HACI BAYRAM VELİ ÜNİVERSİTESİ/İKTİSADİ VE İDARİ BİLİMLER FAKÜLTESİ/İKTİSAT BÖLÜMÜ/İKTİSAT ANABİLİM DALI/ Sosyal-Beşeri ve İdari Bilimler Temel Alanı Mikro İktisat İktisat Teorisi ; Sanayi Ekonomisi ; Tarım Ekonomisi | muslume.narin[at]hbv.edu.tr | 47B6B3766B73C4A2 |
227024 | ![KÜBRA ÖNDER](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRBURDUR MEHMET AKİF ERSOY ÜNİVERSİTESİ/İKTİSADİ VE İDARİ BİLİMLER FAKÜLTESİ/İKTİSAT BÖLÜMÜ/İKTİSAT TEORİSİ ANABİLİM DALI/ Sosyal-Beşeri ve İdari Bilimler Temel Alanı Mikro İktisat İktisat Teorisi ; Sanayi Ekonomisi ; Tarım Ekonomisi | konder[at]mehmetakif.edu.tr | 1F27F87CA38B91B4 |
14688 | ![İSMAİL TUNCER](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRMERSİN ÜNİVERSİTESİ/İKTİSADİ VE İDARİ BİLİMLER FAKÜLTESİ/İKTİSAT BÖLÜMÜ/İKTİSAT TEORİSİ ANABİLİM DALI/ Sosyal-Beşeri ve İdari Bilimler Temel Alanı Mikro İktisat İktisat Teorisi ; Sanayi Ekonomisi ; Yenilik İktisadı | ituncer[at]mersin.edu.tr | 6F5B7AB725006888 |
22308 | ![ALİ KABASAKAL](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRSAKARYA ÜNİVERSİTESİ/SİYASAL BİLGİLER FAKÜLTESİ/İKTİSAT BÖLÜMÜ/İKTİSAT TEORİSİ ANABİLİM DALI/ Sosyal-Beşeri ve İdari Bilimler Temel Alanı Mikro İktisat İktisat Teorisi ; Hukuk ve İktisat ; Sanayi Ekonomisi | kabasakal[at]sakarya.edu.tr | 5D74BA33CAA7A523 |
4639 | ![MURAT NİŞANCI](../authorimages/photo_m.jpg) | PROFESÖRERZİNCAN BİNALİ YILDIRIM ÜNİVERSİTESİ/İKTİSADİ VE İDARİ BİLİMLER FAKÜLTESİ/İKTİSAT BÖLÜMÜ/İKTİSAT TEORİSİ ANABİLİM DALI/ Sosyal-Beşeri ve İdari Bilimler Temel Alanı Mikro İktisat İktisat Teorisi ; Sanayi Ekonomisi ; Politik İktisat | | 7EEB4EEC39574671 |
7877 | ![EKREM ÜNAL ZENGİNOBUZ](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRBOĞAZİÇİ ÜNİVERSİTESİ/İKTİSADİ VE İDARİ BİLİMLER FAKÜLTESİ/İKTİSAT BÖLÜMÜ/İKTİSAT POLİTİKASI ANABİLİM DALI/ Sosyal-Beşeri ve İdari Bilimler Temel Alanı Mikro İktisat İktisat Teorisi ; Refah Ekonomisi ; Sanayi Ekonomisi | zenginob[at]boun.edu.tr | 7AD8971C77202186 |
204735 | ![AYŞE MUMCU](../authorimages/photo_w.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRBOĞAZİÇİ ÜNİVERSİTESİ/İKTİSADİ VE İDARİ BİLİMLER FAKÜLTESİ/İKTİSAT BÖLÜMÜ/İKTİSAT TEORİSİ ANABİLİM DALI/ Sosyal-Beşeri ve İdari Bilimler Temel Alanı Mikro İktisat İktisat Teorisi ; Oyun Teorisi ; Sanayi Ekonomisi | mumcu[at]boun.edu.tr | EB8E3F0403660486 |
146324 | ![UMMUHAN GÖKOVALI](../authorimages/photo_w.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRMUĞLA SITKI KOÇMAN ÜNİVERSİTESİ/İKTİSADİ VE İDARİ BİLİMLER FAKÜLTESİ/İKTİSAT BÖLÜMÜ/GELİŞME İKTİSADI ANABİLİM DALI/ Sosyal-Beşeri ve İdari Bilimler Temel Alanı Mikro İktisat Yenilik İktisadı ; Sanayi Ekonomisi | ummuhan[at]mu.edu.tr | 50411FEA252B1492 |
101526 | ![MELTEM ERDOĞAN](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRANADOLU ÜNİVERSİTESİ/İKTİSADİ VE İDARİ BİLİMLER FAKÜLTESİ/İKTİSAT BÖLÜMÜ/İKTİSAT TEORİSİ ANABİLİM DALI/ Sosyal-Beşeri ve İdari Bilimler Temel Alanı Mikro İktisat Davranışsal İktisat ; Sanayi Ekonomisi | melteme[at]anadolu.edu.tr | 17C53325E6BC44DE |
51632 | ![YILMAZ KILIÇASLAN](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRANADOLU ÜNİVERSİTESİ/İKTİSAT FAKÜLTESİ/MALİYE BÖLÜMÜ/MALİ İKTİSAT ANABİLİM DALI/ Sosyal-Beşeri ve İdari Bilimler Temel Alanı Mikro İktisat Sanayi Ekonomisi ; Yenilik İktisadı ; Çalışma Ekonomisi | ykilicaslan[at]anadolu.edu.tr | 5BCB3CFA191ED7C9 |
3511 | ![ORHAN ÇOBAN](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRGAZİANTEP ÜNİVERSİTESİ/İKTİSADİ VE İDARİ BİLİMLER FAKÜLTESİ/ULUSLARARASI TİCARET VE LOJİSTİK BÖLÜMÜ/LOJİSTİK ANABİLİM DALI/ Sosyal-Beşeri ve İdari Bilimler Temel Alanı Mikro İktisat Enerji Ekonomisi ; Sanayi Ekonomisi ; Çevre Ekonomisi | ocoban[at]gantep.edu.tr | F01206E17359A666 |
28120 | ![RESUL AYDEMİR](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRİSTANBUL TEKNİK ÜNİVERSİTESİ/İŞLETME FAKÜLTESİ/EKONOMİ BÖLÜMÜ/EKONOMİ ANABİLİM DALI/ Sosyal-Beşeri ve İdari Bilimler Temel Alanı Mikro İktisat Sanayi Ekonomisi | resulaydemir[at]itu.edu.tr | A94D460E9EDBF6B8 |
13510 | ![MEHMET AKİF ARVAS](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRVAN YÜZÜNCÜ YIL ÜNİVERSİTESİ/İKTİSADİ VE İDARİ BİLİMLER FAKÜLTESİ/İKTİSAT BÖLÜMÜ/İKTİSAT TEORİSİ ANABİLİM DALI/ Sosyal-Beşeri ve İdari Bilimler Temel Alanı Mikro İktisat Sanayi Ekonomisi ; Oyun Teorisi ; İktisat Teorisi | aarvas[at]yyu.edu.tr | 1AB1658B8C3A39FD |
38390 | ![ABDULVAHAP ÖZCAN](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRPAMUKKALE ÜNİVERSİTESİ/İKTİSADİ VE İDARİ BİLİMLER FAKÜLTESİ/EKONOMİ BÖLÜMÜ/İKTİSAT TEORİSİ ANABİLİM DALI/ Sosyal-Beşeri ve İdari Bilimler Temel Alanı Mikro İktisat İktisat Teorisi ; Sanayi Ekonomisi ; Yenilik İktisadı | aozcan[at]pau.edu.tr | 6534BB7B738597E1 |
24289 | ![AYKUT LENGER](../authorimages/photo_m.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖREGE ÜNİVERSİTESİ/İKTİSADİ VE İDARİ BİLİMLER FAKÜLTESİ/İKTİSAT BÖLÜMÜ/İKTİSAT POLİTİKASI ANABİLİM DALI/ Sosyal-Beşeri ve İdari Bilimler Temel Alanı Mikro İktisat Sanayi Ekonomisi ; Yenilik İktisadı ; Teknoloji İktisadı | aykut.lenger[at]ege.edu.tr | 1453CE1116864AB1 |
170210 | ![DİLEK BAŞAR](../authorimages/photo_w.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRHACETTEPE ÜNİVERSİTESİ/İKTİSADİ VE İDARİ BİLİMLER FAKÜLTESİ/İKTİSAT BÖLÜMÜ/İKTİSAT POLİTİKASI ANABİLİM DALI/ Sosyal-Beşeri ve İdari Bilimler Temel Alanı Mikro İktisat Sağlık Ekonomisi ; Çalışma Ekonomisi ; Sanayi Ekonomisi | dbasar[at]hacettepe.edu.tr | E583C0D62C952C29 |
12814 | ![MURAT DONDURAN](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRYILDIZ TEKNİK ÜNİVERSİTESİ/İKTİSADİ VE İDARİ BİLİMLER FAKÜLTESİ/İKTİSAT BÖLÜMÜ/İKTİSAT ANABİLİM DALI/ Sosyal-Beşeri ve İdari Bilimler Temel Alanı Mikro İktisat Sanayi Ekonomisi ; Oyun Teorisi ; Finansal İktisat | donduran[at]yildiz.edu.tr | 99B19F92431C5B5C |