59956 | ![SEVAL MUTLU ÇAMOĞLU](data:image/jpg;base64,/9j/4AAQSkZJRgABAgAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDAxNDQ0Hyc5PTgyPC4zNDL/2wBDAQkJCQwLDBgNDRgyIRwhMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjL/wAARCACnAIcDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD0KiiiuQ7hp6VUviBbtn0q252isXVbvbCwzzihsDitZh+1EqrYwciqttNJZQlS2T61Ff6vCjsN25ge1Ydxq0suQgx9KjVqxpGSi7mpfax5Klnk57D1rJPieQHgt+FYdy08kmW3e2ar7X5JzVRpoc68pM6uLxMWx5inHetG21CG8x5bjPpXnbuwbirFtqUlvIpznFN0+xMcRJbnrFlbXRGUiLA9CKi1LTdVlIMVs559KwvD3ix45FEc231Vu9enaP4hSdVWcDn+IdvrWa92V2bvEScOVbHLW8OqQxKrWkhx7VcFxequPscn/fNehoscigqFIPeneRH/AHB+Vb8xx3POQ0krfvrVs/7tRTwqqnFsc/7tel/Zoj/APypDaQnrGv5UcwzxW5sZnct9ncc/3aK9pNjbn/lkv5UVftGTyor96KKRztUmsSirdzBEPtXmPinxE0zvbW7YUHDMD19q3/FutmNjYwNhyP3jDqo9K8x1GbaTUrVjtYqXVzs6cmoLcTXcoUMefSpLC0uNUuxHCvHdvSvSdD8MW1ogaRVd+5xSnUjBWLhTc3c5vTtDnVVDqXJ6ZHFbUvhgToP9HCZHIxXbW1nCoGEHFXljHSuZ1mzpVJI8Z1PwZOsn7tMZ9Olc3e6HdWZJaNiB1IFfRElnHL1FZ9zoVtMrZjBB65FVHESW5MsPFnzsrvFJkZBFeg+E9aaRVRmyy9iak8V+BxErXNkpGOSvauO0qd9O1BQxKYOPpXRzRqxujn5JUpa7H0DpGpkBRnMZ7f3a6ZGDAEHINebaNeB4VdTyOce1dvpl1lRETkEZU1lTm72YTj1Rr0U0GnV0JkIMUUUUwM08VTv7lLa1knkPyopNW2OBXK+LLljaCCP+I8/Sok7Ia1Zwl7I88k9zIcvIxJNcdfsWckk8nFdfeL5cTAdAK5yW2LsBjnNRB2Lkuh1HhCwEVmsmBufnNd3bqAAO9c/oMPk6fCMdq6SFSAK5qju7nXCNkkX4VwKtpFkd6qwnitKDpUJFsaIcUrQg9qsigrVWI5jHu7JZEIIBBryHxx4b+xXBvIEIRj83HQ17i6Ag5rnvEGmR39jLCwByOKIScJXQ5JSVmcB4OvDNpqYb54W2sPbtXoNnKfKDIcbeRXlvhp/7M8QzWEp2rLlcH1HSvSrCTGV7VpPR6HNbodfaTieFXzz3qxWHpc+yRoj3ORW2DmuiEroxasx1FAorQRkzNhDXEa3P590dv3V4rq9RuPKgdgegriZ23g+rGsKjLgjFv4i0ePVgBWc9sTPx0zW3eJzGO+c1UKgSxr3LVFzVI6nT4QkCL6AVsQ/dFZFvIEhBJAAFS/27Y2+PMlxisNWdJ0EQAxV+L2rjT4zsF/1ccsn4Y/nWpp/ie2uSF8qRM+pp8rWpLZ046U6qsF1HMuVNWN4AyTTEI4wKo3MYKEetTzXkK5BcCqkl7bNx5yZPbcKllI8j8b2jabrEN/CuAG3fiK7nSrtLy3trlDlJ0DZ9D6VleOraO60eRkIZkO4EGsn4e35uNLudPLZe2bzIh7H/AOv/ADrbeF+xjU+I9Cjcx3COPoa6SF96g1zAcS26yL3Ga39Pl8y3Q98c1VJ9DCoXxRSUV0Gdzh/ENwUiWIHlzk1zZcZGeigmrutXPnX7c5C8Csqf/UMfXAzXNLVm8VZEbyeY/NVZ5reC7DTTxxqg5LsBU0C+Y5NVb3SbC/Fx54Kyg/Kyt0OKWnUvXoWP7egup1t7Yy3AHJEC5/MnAArTt5VQ7pdPswv/AE2uOfyCn+dclphew0tCB87DIAH3jUb2OqXdnLdNIWdOQinnH0q+SN9A55ct2d6bvSowDJZWQB7pNz+qirUNzpD4ZVa3J4UyABW+jAkfrXB6BaXGsTx27SyxkAmWU8genXgelbcGj3+mXDR7xNC+Qdo3Kw9x2onBLqTSm56tHfWBAPymtKWT92fpXldjNrp1V9N0y9W3twokVnQOUycbRntWvqNr4rsohI/iHfx0e2Tb+nNY8nmbc3kb12hmLKGwfWuak0yxkkbOqbmzyIVMhH4LmssDXdaiEkxLKw4jQYTj+Ij/ABrn21q8g80Bwksb7Vjw2WHOTnoMfrmtY0mtLmcqmlzo9U01be0kW1u7woQcpLbSAH8xxXG+HdUbQ/ElvK52xmTy5R/sniuhPiPVtLkjiu9xVwGwxzwfesLWLz7XetKVzH6H+npVwTV0yJu6uexJMqXLRKflb5lre0h/kZPQ8V5zo1+0sNhIW3fIELHviu3tLt7aQMqB88EZrOHuyFJXR04PFFZF14hhtYPMMErAHHAorqRzc8TzaR98p7mqt7Ji3UZxk5qfGWZh61QvTmaNOwGa4ztsW9OwCM1Wlw905/hZjT451trWSZugHH1qKx/0o7hQXHc6TRtMhn01Y/LBMZK59OamPh0o+UGMnNQaPqC6dcFZzthkxuP90+tdhG8ciKVIZSOCD1rJuSZpaxiW2jpEQWAyDmtMRhYSq9xVzyEJyRWTq2orC4s7Yq924+6DxGP7zeg/nTu2KxzmmRg+J53Q4VAEGO55J/nXTa+gk045JHGMis+wtUt5VVTuIOS3cnua3bqPzrXbjqKd9RqOljC0WxceHrNcfvEjCuR3I9axr3w9E159oFjE0u7cWO7BPuBxXSaPceRdy2E+AzNvjPZvUVsNbBjnANHM07k8i2PNtV0S41SUPO3IHGFwBXD6jatbyPCRlgcV73NbIUI21474xaPT76efIDsSsS+p9foP51rRm3KxnVilG5c8OzFdMh/2ZiB+dehQyHyNwPOK8x8PsU0u0Ujktu/PNek2+WtRjriiXxEW91GRe3N7cT/Zopdyn5iCelFa9tp8EW+4uSWmY8hew7UV0RvY8+S1OXACp9TWVdtm7bjoAK1AR5S4rGv5REJpuu3Ncp6ZnatqGSloh4z831q9oUzI5UnpXJzOzsJO+cmuo0jDhJF/iFayVo2Jpu8jt4IIblBuXOetXINGkj5ttQurcH+FGBH5EYrJsJ2iYA10EN1iPJrmdzrGPp9ysZ+0a3fSJjlQyx5/FQDWdaRWy3bQRKqRryRnlj6k9Sa1dxujljhB0HrWVqehpdM0kMrwynup4ov3CyNS0hEdzweDW9LHiAfSvOLa81TRrgJdFpoQcbuprqbXXXvl2wIxH95ugp2EV9Wsi2JVYjnqOoPrS2154hgjCxva3idjOCG/MH+lX47diGMshct69B9KqwTG0uWt36Zyp9qVx9Ae41+5QpItnbKerIGdvwycfpXknxBgSHUreNWZ5GB3u5yWPqf8K9pluEEROe1eNeLgbzxfGmMiNAT+prWg7SuYV1eFi/pa/PbRDgIAK9ItBtto89cVwOhWrNMJGJxmu7Z/KSJR6UdTKW1i8CVUkZJNFMgmXZhjzRXbTa5VqczjqcHHNmMY7CsvVEaS0lA6sKmt5Tsx64qe4jL27jGeK5DrOMEWDhvpW34blAcwv1Q8fSsu4IEuAaLa4azvY5sYwcN7itHqjOLsz0yJASp9a3rW2R4xmua065W4iQg5Brp7GT5cVyTOtMo6rPcaaVeO3aWLHzBeorOh8SxynBhZfYnBrpLrEuUI4Nc7eaZtl3xqPoe9KNnuaws9y7FqdrLxLF+JGatDU7WH5Y0OPUDArLhhtSo81GVu+KcYIScQRlj781dktjbkiaiaxHK4jijdnPQAZqWW0eeVZWGCBRpdj9mXewG9vQdK0ZThelQzmk1fQyZ02ocngDmvNXtze69e3WOGfYv0HFd/rl2YLQqn+tkOxR7muetLERJnsoyT61UHYiWpPpduFnVR0H862rhv9JjXPAqvpkP3XPU/NT7nKyK4HQ81ZhLculkiwX4U96Klmh8y0VgOGANFXGdlYnkvqeYQvhFJrbjUSo2MYIrGEe2IVqadJvjXnilItI5HUbN4W34wMnmq0avKVXqTwK6TXYh5csY69aztJsy+ZmBwvAPvVqWhDj7xoaFfvZuIpM7enPau+0+9V1BBzXFS6YQnmKCe5qS3u5rYgqx4rGS5jpWisekqyvgjqac9mko+bvXNaVrKz4VjhvSukhuA4HNZWs7FIrnRlY5XH51bt9NWEctk1cSVSooeQDoaod2AjCd6q3MwXNNur1YQckZrmdV1GW6dbG1P76YgEjsDxStcl6CTf8TK6a4HMSEpGfX1P9KmurXyoI4h9+Tr7VpQ2CRTwWMX3YwAfoKZIv2jVWKjKxnA/CqSMnK4ttCE4HQDFQ3iENIuOQma04otoye5qjdyKbserZX8Koz6k+nP5lpsfqORRUMLeSABxRQM4KeHZHwvFM0tiqgc8NWtfQYhY49qxrA5urgL0QgVT2KF1aLfenrtZcVALjyEhhRQqBsmta/iUWhmYYZsBaxZVXzo8/dHWkndDsd1p1stxAQ3Qisu+0rypDt6Vr+H286zU1p3VoJB0rNOzNWcC0LwyblypHpWna65cwEBwWA9K2ZNKWTqKrvoQY8Niq5kxEieJ1AwVIpW8R7vuKfqTxUQ0KNELOeB1ZjgCqP2WJw7xKfKX/lo3Ab6UtCiHUvEDrhYkM1zIdqIPWtrwtp7LObq4O6SMb3Y929vYVzenwo+otJ1Y8Kf7orvrVRBpQxw0hyabdkYyY+0bYt1fOOVB20uiQb4pJX5J4/rTbjEWmrDnmRufpVuxZbewOe5pIhkF/MsDBemBuNc0tz519nPGc0uvaxHG8hJJLnaoHoKytNm82XJ+8e3pVWvqNI6NHLvwKKkto/kyOaKqwuYy9bRUgBxwMsa5Dw+S73r9SXBooojsx9jZ1tcWNsMdSKwXjJuOT8vTFFFSjRnX+E5yJntz0xkV2EiZX1ooqHuWyqRg0wrkiiikIq6qN1qkZJCO4DY9M1z2u3pSJo0XEa/KAOKKKS3KRS8PqWjLv1Y4H512rTZkSHsoGaKKqRjIq6hdE6isIJxGgH50+/1L7JaMuOETk+9FFHUR5pqOvW0knmkMMcAkZNYl14gu5CY4ZTCh7IME/U0UV30oI5qsnYvab4+1zTIwizxzxgYHnpuP59aKKK1dOPY5/aS7n//2Q==) | ![ORCID](../images/orcidFav.png) PROFESÖRORDU ÜNİVERSİTESİ/ÜNYE İKTİSADİ VE İDARİ BİLİMLER FAKÜLTESİ/İKTİSAT BÖLÜMÜ/İKTİSAT TEORİSİ ANABİLİM DALI/ Sosyal-Beşeri ve İdari Bilimler Temel Alanı Mikro İktisat Tarım Ekonomisi ; Doğal Kaynaklar Ekonomisi ; Finansal İktisat | smutlu28[at]gmail.com | A40E2138D7218D20 |
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 |
9914 | ![DOĞAN UYSAL](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRMANİSA CELÂL BAYAR ÜNİVERSİTESİ/İKTİSADİ VE İDARİ BİLİMLER FAKÜLTESİ/EKONOMETRİ BÖLÜMÜ/EKONOMETRİ ANABİLİM DALI/ Sosyal-Beşeri ve İdari Bilimler Temel Alanı Mikro İktisat İktisat Teorisi ; Finansal İktisat ; Gelişme Ekonomisi - Mikro | dogan.uysal[at]cbu.edu.tr | B912B502DE312DB6 |
138692 | ![EVRİM TURGUTLU](../authorimages/photo_w.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRDOKUZ EYLÜL ÜNİVERSİTESİ/İŞLETME FAKÜLTESİ/İKTİSAT BÖLÜMÜ/İKTİSAT TEORİSİ ANABİLİM DALI/ Sosyal-Beşeri ve İdari Bilimler Temel Alanı Mikro İktisat Sanayi Ekonomisi ; Finansal İktisat ; Kent İktisadı | | 5A8F5A6C9CDEC1AB |
143548 | ![TUNCAY ÇELİK](../authorimages/photo_m.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRKAYSERİ ÜNİVERSİTESİ/UYGULAMALI BİLİMLER FAKÜLTESİ/ULUSLARARASI TİCARET VE LOJİSTİK BÖLÜMÜ/ULUSLARARASI TİCARET VE LOJİSTİK ANABİLİM DALI/ Sosyal-Beşeri ve İdari Bilimler Temel Alanı Mikro İktisat Finansal İktisat ; Sanayi Ekonomisi ; İktisat Teorisi | tcelik[at]kayseri.edu.tr | 4C4DF031709272CE |
2007 | ![ADNAN KASMAN](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRDOKUZ EYLÜL ÜNİVERSİTESİ/İŞLETME FAKÜLTESİ/İKTİSAT BÖLÜMÜ/İKTİSAT TEORİSİ ANABİLİM DALI/ Sosyal-Beşeri ve İdari Bilimler Temel Alanı Mikro İktisat Finansal İktisat ; Sanayi Ekonomisi | adnan.kasman[at]deu.edu.tr | 4DF38CEB5DDF13F2 |
45808 | ![İBRAHİM MURAT BİCİL](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) DOÇENTBALIKESİR ÜNİVERSİTESİ/İKTİSADİ VE İDARİ BİLİMLER FAKÜLTESİ/İKTİSAT BÖLÜMÜ/İKTİSAT TEORİSİ ANABİLİM DALI/ Sosyal-Beşeri ve İdari Bilimler Temel Alanı Mikro İktisat İktisat Teorisi ; Finansal İktisat ; Doğal Kaynaklar Ekonomisi | muratbicil[at]balikesir.edu.tr | 8B7E436B7DF34086 |
255672 | ![MUHAMMET YUNUS ŞİŞMAN](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) DOÇENTKÜTAHYA DUMLUPINAR ÜNİVERSİTESİ/İKTİSADİ VE İDARİ BİLİMLER FAKÜLTESİ/ULUSLARARASI TİCARET VE FİNANSMAN BÖLÜMÜ/ULUSLARARASI TİCARET ANABİLİM DALI/ Sosyal-Beşeri ve İdari Bilimler Temel Alanı Mikro İktisat Tarım Ekonomisi ; Bölgesel İktisat ; Finansal İktisat | myunus.sisman[at]dpu.edu.tr | B5DC7362D80CAA6F |
199536 | ![SÜLEYMAN AÇIKALIN](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) DOÇENTHİTİT ÜNİVERSİTESİ/İKTİSADİ VE İDARİ BİLİMLER FAKÜLTESİ/İKTİSAT BÖLÜMÜ/İKTİSAT TEORİSİ ANABİLİM DALI/ Sosyal-Beşeri ve İdari Bilimler Temel Alanı Mikro İktisat Finansal İktisat ; Davranışsal İktisat ; Çevre Ekonomisi | suleymanacikalin[at]hitit.edu.tr | F7B11FAABA0A332F |
170824 | ![ÜZEYİR AYDIN](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) DOÇENTDOKUZ EYLÜL ÜNİVERSİTESİ/İKTİSADİ VE İDARİ BİLİMLER FAKÜLTESİ/İKTİSAT BÖLÜMÜ/İKTİSADİ GELİŞME VE ULUSLARARASI İKTİSAT ANABİLİM DALI/ Sosyal-Beşeri ve İdari Bilimler Temel Alanı Mikro İktisat İktisat Teorisi ; Finansal İktisat ; Davranışsal İktisat | uzeyir.aydin[at]deu.edu.tr | 818C33BC68B049D1 |
163447 | ![ESMA GAYGISIZ LAJUNEN](../authorimages/photo_w.jpg) | ![ORCID](../images/orcidFav.png) DOÇENTORTA DOĞU TEKNİK ÜNİVERSİTESİ/İKTİSADİ VE İDARİ BİLİMLER FAKÜLTESİ/İKTİSAT BÖLÜMÜ/İKTİSAT ANABİLİM DALI/ Sosyal-Beşeri ve İdari Bilimler Temel Alanı Mikro İktisat Oyun Teorisi ; Refah Ekonomisi ; Finansal İktisat | | 82B1FABABB1E4BE1 |
117320 | ![EMRAH KOÇAK](../authorimages/photo_m.jpg) | ![ORCID](../images/orcidFav.png) DOÇENTERCİYES ÜNİVERSİTESİ/İKTİSADİ VE İDARİ BİLİMLER FAKÜLTESİ/İKTİSAT BÖLÜMÜ/İKTİSAT TEORİSİ ANABİLİM DALI/ Sosyal-Beşeri ve İdari Bilimler Temel Alanı Mikro İktisat Doğal Kaynaklar Ekonomisi ; Finansal İktisat ; Çevre Ekonomisi | emrahkocak[at]erciyes.edu.tr | C6E6FFE3965267CE |
227841 | ![MUSTAFA YILDIRIM](../authorimages/photo_m.jpg) | ![ORCID](../images/orcidFav.png) DOÇENTİZMİR KATİP ÇELEBİ 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 ; Finansal İktisat | | 49D0FEF06509CE61 |
41401 | ![ÖMER TUĞSAL DORUK](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) DOÇENTADANA ALPARSLAN TÜRKEŞ BİLİM VE TEKNOLOJİ ÜNİVERSİTESİ/İŞLETME FAKÜLTESİ/İŞLETME BÖLÜMÜ/FİNANSMAN ANABİLİM DALI/ Sosyal-Beşeri ve İdari Bilimler Temel Alanı Mikro İktisat Finansal İktisat ; Kurumsal İktisat ; Politik İktisat | otdoruk[at]atu.edu.tr | 18C21913E8843C5B |
111098 | ![RAMAZAN EKİNCİ](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) DOÇENTİZMİR BAKIRÇAY ÜNİVERSİTESİ/İKTİSADİ VE İDARİ BİLİMLER FAKÜLTESİ/İKTİSAT BÖLÜMÜ/İKTİSAT POLİTİKASI ANABİLİM DALI/ Sosyal-Beşeri ve İdari Bilimler Temel Alanı Mikro İktisat Finansal İktisat ; Sanayi Ekonomisi ; İktisat Teorisi | ramazan.ekinci[at]bakircay.edu.tr | 5D6C485AC5BF18CA |
255853 | ![HAKAN USLU](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) DOÇENTSAMSUN ÜNİVERSİTESİ/SİYASAL BİLGİLER FAKÜLTESİ/EKONOMİ VE FİNANS BÖLÜMÜ/İKTİSADİ GELİŞME VE ULUSLARARASI İKTİSAT ANABİLİM DALI/ Sosyal-Beşeri ve İdari Bilimler Temel Alanı Mikro İktisat Bölgesel İktisat ; Tarım Ekonomisi ; Finansal İktisat | hakan.uslu[at]samsun.edu.tr | 69DB693EAA70BE80 |
389509 | ![ESRA KOÇ](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) ÖĞRETİM GÖREVLİSİARTVİN ÇORUH ÜNİVERSİTESİ/YUSUFELİ MESLEK YÜKSEKOKULU/FİNANS BANKACILIK VE SİGORTACILIK BÖLÜMÜ/MALİYE PR./ Sosyal-Beşeri ve İdari Bilimler Temel Alanı Mikro İktisat Davranışsal İktisat ; Çevre Ekonomisi ; Finansal İktisat | ekoc6598[at]gmail.com | 4BBBF39805914D0E |
20939 | ![ATAKAN BÜYÜKBOSTANCI](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) ÖĞRETİM GÖREVLİSİORDU ÜNİVERSİTESİ/ÜNYE MESLEK YÜKSEKOKULU/YÖNETİM VE ORGANİZASYON BÖLÜMÜ/LOJİSTİK PR./ Sosyal-Beşeri ve İdari Bilimler Temel Alanı Mikro İktisat Finansal İktisat | buyukbostanciatakan[at]gmail.com | 5F50AFA4911FF52B |
10953 | ![HAYRİYE TAŞCI](../authorimages/photo_w.jpg) | ![ORCID](../images/orcidFav.png) ÖĞRETİM GÖREVLİSİGAZİANTEP ÜNİVERSİTESİ/SOSYAL BİLİMLER MESLEK YÜKSEKOKULU/DIŞ TİCARET BÖLÜMÜ/DIŞ TİCARET PR./ Sosyal-Beşeri ve İdari Bilimler Temel Alanı Mikro İktisat Enerji Ekonomisi ; Çevre Ekonomisi ; Finansal İktisat | htasci[at]gantep.edu.tr | B8FD1EEA7962B3D7 |
30770 | ![TUĞBA ÖZYILDIZ](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) ÖĞRETİM GÖREVLİSİGAZİANTEP ÜNİVERSİTESİ/İSLAHİYE MESLEK YÜKSEKOKULU/YÖNETİM VE ORGANİZASYON BÖLÜMÜ/İŞLETME YÖNETİMİ PR./ Sosyal-Beşeri ve İdari Bilimler Temel Alanı Mikro İktisat Finansal İktisat ; Tarım Ekonomisi ; İktisat Teorisi | tuba-yesilyurt[at]hotmail.com | 9BAFE43608FE0441 |