102359 | ![HİKMET GÜLÇİN BEKEN](../authorimages/photo_w.jpg) | ![ORCID](../images/orcidFav.png) DOÇENTGÜMÜŞHANE ÜNİVERSİTESİ/GÜMÜŞHANE İKTİSADİ VE İDARİ BİLİMLER FAKÜLTESİ/İKTİSAT BÖLÜMÜ/İKTİSADİ GELİŞİM VE ULUSLARARASI İKTİSAT ANABİLİM DALI/ Sosyal-Beşeri ve İdari Bilimler Temel Alanı Makro İktisat Gelişme Ekonomisi | carminomeo[at]hotmail.com | 874F47F883AEF438 |
32366 | ![MÜRŞİT RECEPOĞLU](../authorimages/photo_m.jpg) | ![ORCID](../images/orcidFav.png) DOÇENTGÜMÜŞHANE ÜNİVERSİTESİ/SOSYAL BİLİMLER MESLEK YÜKSEKOKULU/MUHASEBE VE VERGİ UYGULAMALARI BÖLÜMÜ/MUHASEBE VE VERGİ UYGULAMALARI PR./ Sosyal-Beşeri ve İdari Bilimler Temel Alanı Makro İktisat Gelişme Ekonomisi | mursit_recepoglu[at]hotmail.com | 9104309CB6021E20 |
29237 | ![ORKUN ÇELİK](data:image/jpg;base64,/9j/4AAQSkZJRgABAgAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDAxNDQ0Hyc5PTgyPC4zNDL/2wBDAQkJCQwLDBgNDRgyIRwhMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjL/wAARCACnAIcDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD3LqevFJ69xSdCeDSbgCRWRYuRTT160hY596YTQA93CIWZsAdSa888X/E+z0cNaaXturzODIDlIz7+v0rH+JXjhFzo2m3DDk/aJY2xn/ZBryLmQEoGOT0bv/kU0gOj1XxnrGsIwvb6V42PESHagz14H9aw2vdyjbkZ9Ov8+tQLbyHBAOeegqxBpNzOARG4THXGMU20ilFsPtZIBGcdTk/1qb7ZlAQ/zdqvL4XuvL3bSD3H/wCuoX8O3sbFkhJ6Y+X+tR7SD6lulNdDZ0fxjrOjsv2S+k8qP/li/wAykZ6AH+mDXpXh34p2F8Eg1dPss5/5aqpMZOcfUfqPevGv7Iu0Us0LYHoP8+9KFkgX5o3GOSTTTi9iHBrdH1LHIskYdGDKwypXkEe1O6//AF68d8C+Pv7LSPS9SJNmD+7lxkxZPf1H8vevX0dJI1kjYMjDKspyCD3GKNiSRffPPSlHX2pOM0dvf0oAXg8etFGeOv50UARE/lUbH2pMnPtQfWgBe/XtXKePfEH9g+G5micLdzgxxe3qfwrqScdelfP/AMSNZbVfFk8IctFbHylA5Hv+v8qaBHNWNlPqly6orNzl2J5Nddp3hxIQokw5zk5UAf4VL4Wsxb6eJDjc5z+FdFGMnP6VyVqrvZHbRpq12VYdLtgoHkqSParUdrEgwEAA9KsIAxGRmphHlfYcjNcrbZ1KyKvlhgMjjGSDTTDngYGe+M1aKfLSeWQBxSGUZLZG5CgE+nes240mGdirqDnuRW6V47n61DKnRu30q4tpkySascLqumPYuSqnyhzXpnwu8TC+sG0a5k/f2wzCWP3o/T8P5fSub1SDz9PkX7xC8Vx+m311o+qQXts+J4HyMjg+oPsehrvpT5o6nnVocr0Ppk0Z9qrWl1HeWcF1E26OVBIp9QRmpycVZiPz3xRSGigCt0oPt1ppIGO/vRnigBDjHbNfOeoQC58R3sgHymd+D2+Y19FmvBriGI6rOybjmZvyLf8A6uKUnZFw1ZuWC+VaRoBjC/lWlFnbjrzms63BG0Anjqa0VIGMdBXnz3PRhsWoiOw61Z4HPQnpmqcZORnFWlJPcexqSgbBODyaMALjH+FDfiaQk46daQXI5CAOuaruRgk8+tTSfmKgbBHFMZSmI2spAOQRnHWuMvLVo7hlAGwc5xmuxuAOo6e9c9fxcnIBGfT/ABrpoOzOWutD13wC7P4J07cc7VdR9A5Arpc8VzvgZPK8IWAIIJV2Ofdya6LP1zXUcIpPGc4+lFJnHb8KKAKv0o9jTec/4UZ7UABOF4Arw6ON/wC2ZEKj/WHPoDnHavb8gnGRnrXkE9uYPF95C/8ABM7DHfJyM/gRUz+EunuWZJUt0aWU7QvrWLd+L4IJQsa71HDc9PqKs6x++bymVSi8knp+NYy3mm2x+eFZ2Azjrj6VyxS6q52Nu2hdi8d2wkO+Nwucbs/zrotP8SWl8wRNyvjIVh1FceNW0vVCYv7NUHGSTERwADnIH0P5VNZ20VrcpJGpRQcgE54xTko22sODk+tz0Hz125Hp3qnc6taWefOmVPqajjO63DZOPWuW1S1jvJ3EpIUd/SsY2b1NHe2hq3PjLSssEmDlRngdaih8T2k7BVJAPf0Pv6dKwUtfD1oCLpMntvYDOe4BOan+x6G6b7NgCeBl8gn65rblh2Zled9zpY7iO4TfG29TjBH86zL+ERyK3IXrUOj2rWt4SGbYw5U9PrjtV7U43luraGP/AFknC4PfI7U4JKWhFSV46nrHh2PyfDenKQVP2dCQeuSM/wBa1OvpUUKCGGONQAqqAAO2Kkz711HEKevXFFISM5ooGVST3P50maTORj3o9ifegDgNZurpdfuWWQqY2whUkED61iXM81zrwupmDSPEVZsbSSMDnHXrXQ+KbZrbUjOAMSjdnHp1/wA+9cm00j6hHuRVQkoDnrxnp+Brlk2pNHoKMZU0ya+tTdIUViM8ZHWqNloaWjO4jJZwQ2QGBHTn8MVuQqHOTVxIxjpxWXM1sXZMwNL0C30u5a4tlKysrKH64B+uaneyS3UxxKFyc4HQfT/PrWztwB/Wqc+Aw6e5pOTe5UYpbD7VMQBS3NZctoZ2kj3bTyAcZ4rWiYFQAMZ6VXbAuT9ealaFGLqXhpdQitwmyCSEY3xL97kHnJ5+tV5vDWy1t44gsbwrjcpOXzyc12UYBUHrn8qc6ZHGCPerVWWxl7ON7nP6XBLDGqyEkrjqOelXmPl61p8uwN5bF9rHqV6frirTwqMn1qu7Imo2wfGfmOD24qot7inFPQ7Xw7qd5e6jKtxLvTyy2MYwcjp+ddPn8u9ct4Vi/eTzcYACg+uf/wBVdP8Ap+NdVNtxuzirpKdkOzg9fyoo5zRVmZTxkYPFGOeaDnjAppIoAztcsDf6eyqMyJ8y+/qPxry+9Uwi3Ur8omBDgfUc/p+Vew8nrzn1rgvHGlSwQy30UeYcqzYH3TuGcisqkLu5vSqWTizMtXyoyMemK0oypA5+tYFhciZVIP61qLcCPALDkda5ZKzOqMtC07AA4way7iUPK+CQF461O97DtOZV9BzWFrEtlIh3SEgcnB4/GpSuzW6RvWjI0RBfoR1qvJIvn5Bzj0rnLSfyoA0VwUTPCli2R+NFvNEt7vkuJQxP3TISD7Yzx+VXyEqaO1tpFKDByMetWSMr7GsSG9gXrKgGM5Jxx71pQ3CyRgq2Qe2azsO4kpCnnpmspXE2tBQM7Ijz6ZI5q3fXSRg5YD8P8+tQ+FLRtR12QkFlO0HjoM8/yraEboxnNJnpeg23kaYjYwZDvIPp0H6Vp0xBgBegA4xT88ciutKyscMnzO4HkHBxRS44OPWimIpc5oHagHPQde3pSc44zQAp/Ws3Xrd7zw/qECAFngcLn1xxWjnFNYB1KsMgjBFAHz5a6g1qNoU7gcsQcg1oXuou8A2sdrZJKnB/OszxLp8mjeILuzOVjRzs9lPKn8jUEV55sW1nAAzjJINZTh1OiEyC81GQuERyMnHWnxQSXDLmdRzk7zz7/wCfen2FnBPKXlVXHJAcZz26fjWkr6Usn7+3ijGcAhQQaltLRGkFd+8xg06VoiUnjXB28Nzjsar3enFcyC6RiF45K4/HHWtpbvw5hVDR4HGMcmoboaLvIijUhjkKBnNTdmrhC25zkkzRSmMyAjBJ2963dJvJIFMyM5UkD73t7duKma3s2gB8hVQKThRgc9zVKe6hhXEQUR47DGPTr+FVpLSxi7xLlzfG4f58/T2r0z4a26jRLi625aWYqGPJ2gDv6ZzXj0crPKEIJJOcD1zivffC+njS/DllasoV9m9wP7zcn+daqNjnnK7Noc0vINM6dO1O5NUZi9uuKKMdKKYyjnH0oHB600Yx7UA9iRmkMeTjpTee1GeOTTTn0/KgR5/8UdBS906LU4wRdQkRnH8a8nGPUHmvHfmUkB8HPT0619C+LkL+HpSB91lPH1rwvWdO2SPNCoQHJI7df/r0r62LS0uMtdRKTKHcsgI7/d+gFa7wWtxbq7Mo9f8AZH865BMrncTuHpUxupIhgueBj3+lTKnd6GkaltzSOmRyB2W4+XBPTv6Y61ftbS2t0IlkBO7arEAcf5HSuZ+3yBywYcdvapX1B5IjGMbSctkdT1ocJMamlqbt7fSxuArjZnCtx/LP07VRmYsw2DAHYDqKrxuZQNyF2BBLHsP8/wAqt2EBvZ44++eFOemeTn8R+VNJRIcuZnbfD3SItU1uOS5TdFAvmBdowzgjH4c5/Cvah19ga858D/ZrC+WIyRxh02JuIXcxI4+p5r0eiMuZXInGzsL9aXB5xSDGcUo/SqJFXkcHNFAOOM0UAZ+ecZ70ueM8mo88HHfrSgnFBQ5jk0E4NNz/ACzS5OT6GgRyfjvVTY2VraAL/pchU+oUDP8APFeeXUYkHPIPSuw8czrdzyW8c9urW8O7Mgzh85xnsfu1ylrKl1Csq5wyg/T61lV0szejZpo5e90pdxMQ2uOccVh3MbREqynI44GOP8a9CuLUMMg9u4qrPpsVwoWRVY5IBx0Ht+FKNW25UqR58qnODyAMdMVKg2jaBkdsV2KeF7cFj2xwOePfNW4vD1lCpYRbsHPzdqt14kKjI5aytZpymxSM9T+PH8xXZaTp62UQGSXPU9Of881YitYkO1EVR2AHSre3ah45HTHNYTquWhtCnymb4gl8rTTtwTuUivWPBGqSat4YtZpnd50HlyM4ILEY5568Ec/WvHPEbmSyS3ALPK6hV5JJz2xXf/DLUJo7JrC6VwxdgC46MMfKfQ4zx/smt6K9w56+kj0YdRS96YCPz7U89D61ZkLRSAjNFA7GWGz/AIU4t2qCSaOFC0kqxrnqxwB+NYV/4vtLDWLfTvImleccOg+XPbnv/ShJjZpaxr+n6Hb+bfThCfuxqNzufQKP/wBVcT4j+IMq6HDeafC8XmyfOrEFwgOOoyBnjpzXN+LYNROvSrOjymZi8UKEuxX0J7Ae1Zup2mg/2XbhtSl+17gZEVDsUnBOMr09Oa0SSRNy9qFzLECbriVwJGJbOS7AgH1O1f1qpbr/AGRrMlv9ojlikYnKfwv3HX6VW124hGj2kcUE0Ux+aVpXyx6hcn6Acdqq3F8I7KzV7WPLpvaVs7t2T0OfTH61M480bFU3yu5221ZUTJz+HNQPCVctxkcAY9qqaPqIlt0UsrHGS3atZlDYYjpz/k15zTi7M9FaoqIcn7wwenYGlyTyCB6jHf1NSMhLZC/NnNTJCeMAZ6ZNFxWEt4/lywx+tOmG2IBR1HXpzUhx3HfJ/wA+lZGrXwWNoEZSx655ABpRV2N6FLTXt9T8Rb5rmSG3gH7oqpJL9vp/n61f0rUHW41ITXyo5kUMM4DjODj0I4I/zjOtdMf+xpry0uUkk3YeJRllO0n15z07U/UtPk/0O9gSOcXKB5IicYbGMH2/qPz9OCSVjzaj5pM9EsfiJapeta3AeaBSEFzGOc98juPcc+xrt7K+ttQtxcWk6Swt0ZDmvAobeJ59ktgbF5CVE2/MQ9mx90Zxz6+wrs4tTbw/pkFppcwmuJjlnQhip7kjkEdgfahpdCb2PU8+lFcpJ41s9MS3i1htlw65LxLlSPXr0oqeVlXR4/qWr3s9x9p1S7kuCh4jyQoOeOK39Q120vNBsvtdzMbjhlaCEI30BJOPr/KiitpLYkoyazfxI91cxLAkUZEbO/mSSk4G0kdM8ZNY+qeL5r61hE+m2bSrwH2Z6AYPJ/rRRUpK1ykZvh54dS1ZrXVZ5fs84Yk9cEDP4Dj+VWbu2k1AXmyMKisIYQDjG3/E7fz9qKKlj6kGkakrmCFk2sG2Bx/FjJGfwrvbRvNQMSSSep9en9DRRXJiErnXQbaJjCRj1OOB2qWGIHDMB7UUVzM6EVNSmFtbltvAOAP1rj76eT7HPcgZZBkknoMgUUVtRRlWdkP0HUG0VIrpt8pjPmyxs3yksoIA/A/n9OcvW7qGa8jntUMKTfvNgPAyO3p0/wA9iivQW1zz+pY0PW7601FUMhmQKd0UvzKRgjHP9K67SNQ0Iy3N2n2qxu0YuAh3p7dvc9u9FFVypiYTWU+vTfbYJo5kkzj5Co4PZW6Y+tFFFQ5NOwmf/9k=) | ![ORCID](../images/orcidFav.png) DOÇENTGÜMÜŞHANE ÜNİVERSİTESİ/SOSYAL BİLİMLER MESLEK YÜKSEKOKULU/YÖNETİM VE ORGANİZASYON BÖLÜMÜ/SAĞLIK KURUMLARI İŞLETMECİLİĞİ PR./ Sosyal-Beşeri ve İdari Bilimler Temel Alanı Makro İktisat İstihdam ; Gelişme Ekonomisi ; Enerji Ekonomisi | | 61D180942EF59B0F |
46430 | ![MURAT AYKIRI](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) DOÇENTKAFKAS ÜNİVERSİTESİ/İKTİSADİ VE İDARİ BİLİMLER FAKÜLTESİ/ELEKTRONİK TİCARET VE YÖNETİMİ BÖLÜMÜ/ELEKTRONİK TİCARET VE TEKNOLOJİ YÖNETİMİ ANABİLİM DALI/ Sosyal-Beşeri ve İdari Bilimler Temel Alanı Makro İktisat Gelişme Ekonomisi ; Konjonktür Dalgalanmaları ; Para Politikası | maykiri36[at]gmail.com | C161653A8E62E6FD |
277131 | ![ÖMER UĞUR BULUT](../authorimages/photo_m.jpg) | ![ORCID](../images/orcidFav.png) DOÇENTKAFKAS ÜNİVERSİTESİ/İKTİSADİ VE İDARİ BİLİMLER FAKÜLTESİ/İKTİSAT BÖLÜMÜ/İKTİSAT TEORİSİ ANABİLİM DALI/ Sosyal-Beşeri ve İdari Bilimler Temel Alanı Makro İktisat Gelişme Ekonomisi ; Konjonktür Dalgalanmaları ; Para-Banka | bulut.o.u[at]gmail.com | FA7BF62347D92D98 |
189864 | ![SENA TÜRKMEN](../authorimages/photo_w.jpg) | ![ORCID](../images/orcidFav.png) DOÇENTNİĞDE ÖMER HALİSDEMİR ÜNİVERSİTESİ/İKTİSADİ VE İDARİ BİLİMLER FAKÜLTESİ/İKTİSAT BÖLÜMÜ/İKTİSAT POLİTİKASI ANABİLİM DALI/ Sosyal-Beşeri ve İdari Bilimler Temel Alanı Makro İktisat Gelişme Ekonomisi ; Büyüme | senaturkmen[at]ohu.edu.tr | A1196E7DCB24FEF1 |
54328 | ![MUSTAFA KIRCA](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) DOÇENTORDU ÜNİVERSİTESİ/ÜNYE İKTİSADİ VE İDARİ BİLİMLER FAKÜLTESİ/İKTİSAT BÖLÜMÜ/İKTİSAT POLİTİKASI ANABİLİM DALI/ Sosyal-Beşeri ve İdari Bilimler Temel Alanı Makro İktisat Büyüme ; İstihdam ; Gelişme Ekonomisi | | A6F9809ED9A26412 |
103602 | ![NAZİFE ÖZGE BEŞER](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) DOÇENTAĞRI İBRAHİM ÇEÇEN ÜNİVERSİTESİ/İKTİSADİ VE İDARİ BİLİMLER FAKÜLTESİ/İKTİSAT BÖLÜMÜ/İKTİSAT POLİTİKASI ANABİLİM DALI/ Sosyal-Beşeri ve İdari Bilimler Temel Alanı Makro İktisat Büyüme ; Gelişme Ekonomisi ; İstihdam | nokilic[at]agri.edu.tr | E23BC22F9F9CFEF7 |
17323 | ![SABRİ ARHAN ERTAN](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) DOÇENTBOĞAZİÇİ ÜNİVERSİTESİ/YÖNETİM BİLİMLERİ FAKÜLTESİ/ULUSLARARASI TİCARET BÖLÜMÜ/ULUSLARARASI TİCARET ANABİLİM DALI/ Sosyal-Beşeri ve İdari Bilimler Temel Alanı Makro İktisat Gelişme Ekonomisi ; Sermaye Piyasaları ; Maliye Politikası | arhan.ertan[at]boun.edu.tr | D1A06C3D4F09E284 |
21038 | ![EBRU ZÜMRÜT BOYACIOĞLU](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) DOÇENTTRAKYA ÜNİVERSİTESİ/İKTİSADİ VE İDARİ BİLİMLER FAKÜLTESİ/İKTİSAT BÖLÜMÜ/İKTİSADİ GELİŞME VE ULUSLARARASI İKTİSAT ANABİLİM DALI/ Sosyal-Beşeri ve İdari Bilimler Temel Alanı Makro İktisat Gelişme Ekonomisi ; İktisat Politikaları | ebruzboyacioglu[at]yahoo.com | 1219978698C7F547 |
41717 | ![OLCAY ÇOLAK](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) DOÇENTUŞAK ÜNİVERSİTESİ/İKTİSADİ VE İDARİ BİLİMLER FAKÜLTESİ/İKTİSAT BÖLÜMÜ/ULUSLARARASI İKTİSAT VE İKTİSADİ GELİŞME ANABİLİM DALI/ Sosyal-Beşeri ve İdari Bilimler Temel Alanı Makro İktisat Enflasyon ; Büyüme ; Gelişme Ekonomisi | olcay.colak[at]usak.edu.tr | 3572D411D45667D7 |
56423 | ![MUNİSE TUBA AKTAŞ](../authorimages/photo_w.jpg) | ![ORCID](../images/orcidFav.png) DOÇENTANADOLU ÜNİVERSİTESİ/İKTİSADİ VE İDARİ BİLİMLER FAKÜLTESİ/İKTİSAT BÖLÜMÜ/İKTİSADİ GELİŞME VE ULUSLARARASI İKTİSAT ANABİLİM DALI/ Sosyal-Beşeri ve İdari Bilimler Temel Alanı Makro İktisat Gelişme Ekonomisi ; Büyüme ; Yenilik İktisadı | mtturker[at]anadolu.edu.tr | D584A1E225A73A77 |
15208 | ![KURTULUŞ BOZKURT](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) DOÇENTAYDIN ADNAN MENDERES ÜNİVERSİTESİ/SÖKE İŞLETME FAKÜLTESİ/EKONOMİ BÖLÜMÜ/İKTİSADİ GELİŞME VE ULUSLARARASI İKTİSAT ANABİLİM DALI/ Sosyal-Beşeri ve İdari Bilimler Temel Alanı Makro İktisat Gelişme Ekonomisi ; Konjonktür Dalgalanmaları ; Büyüme | kurtulus.bozkurt[at]adu.edu.tr | 55B1AE6495E9DC91 |
44007 | ![MEHMET VAHİT EREN](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) DOÇENTKİLİS 7 ARALIK ÜNİVERSİTESİ/İKTİSADİ VE İDARİ BİLİMLER FAKÜLTESİ/İKTİSAT BÖLÜMÜ/İKTİSAT POLİTİKASI ANABİLİM DALI/ Sosyal-Beşeri ve İdari Bilimler Temel Alanı Makro İktisat Gelişme Ekonomisi ; Büyüme ; Enerji Ekonomisi | vahiteren[at]kilis.edu.tr | 3FDC9B2A7B76BE8B |
51963 | ![ALİ ALTINER](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) DOÇENTRECEP TAYYİP ERDOĞAN ÜNİVERSİTESİ/İKTİSADİ VE İDARİ BİLİMLER FAKÜLTESİ/İKTİSAT BÖLÜMÜ/İKTİSADİ GELİŞME VE ULUSLARARASI İKTİSAT ANABİLİM DALI/ Sosyal-Beşeri ve İdari Bilimler Temel Alanı Makro İktisat Büyüme ; Gelişme Ekonomisi ; Enflasyon | ali.altiner[at]erdogan.edu.tr | 1F63BEFD8B04BB26 |
13930 | ![GÖKHAN ÖZKUL](../authorimages/photo_m.jpg) | ![ORCID](../images/orcidFav.png) DOÇENTSÜLEYMAN DEMİREL ÜNİVERSİTESİ/İKTİSADİ VE İDARİ BİLİMLER FAKÜLTESİ/FİNANS VE BANKACILIK BÖLÜMÜ/FİNANS VE BANKACILIK ANABİLİM DALI/ Sosyal-Beşeri ve İdari Bilimler Temel Alanı Makro İktisat Gelişme Ekonomisi ; Para-Banka ; Sermaye Piyasaları | gokhanozkul[at]sdu.edu.tr | 8B8406567CDFCEDB |
167058 | ![MUSTAFA AYKUT ATTAR](data:image/jpg;base64,/9j/4AAQSkZJRgABAgAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDAxNDQ0Hyc5PTgyPC4zNDL/2wBDAQkJCQwLDBgNDRgyIRwhMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjL/wAARCACnAIcDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwDz/wD4Ul8Qv+he/wDJ23/+OUf8KS+IX/Qvf+Ttv/8AHK+v6KAPkD/hSXxC/wChe/8AJ23/APjlH/CkviF/0L3/AJO2/wD8cr6/ooA+QP8AhSXxC/6F7/ydt/8A45R/wpL4hf8AQvf+Ttv/APHK+v6KAPkD/hSXxC/6F7/ydt//AI5R/wAKS+IX/Qvf+Ttv/wDHK+t7i7gtYy8siqB781ly+KLGJ8O2F9c0AfLn/CkviF/0L3/k7b//AByj/hSXxC/6F7/ydt//AI5X1G3inTgMq+4e3epofEWnzvtWRh7suBQB8rf8KS+IX/Qvf+Ttv/8AHKP+FJfEL/oXv/J23/8AjlfXUVzDOMxSq30NS0AfIH/CkviF/wBC9/5O2/8A8co/4Ul8Qv8AoXv/ACdt/wD45X1/RQB8gf8ACkviF/0L3/k7b/8Axyj/AIUl8Qv+he/8nbf/AOOV9f0UAfIH/CkviF/0L3/k7b//AByivr+igAooooAKKKy9d1u08P6TNqF44EcY4XPLt2AoAs3moWunx77mZYx2yeTXG6v4/gV2hsQ7P2c8AV5pqnim/wDEl+91IQinhEHRVrT0jRmmdZbhjjuBQBqHUb/UixldsZzkVBNGPKOWJY+vat0QxpGVVMAelZl3GSpZR83agDKik/ebCSMnFXozLk7CSRwMGmWGlvNfR8/KD81dmNHghtUZFBdlLHFAHEPqGoadN50Msg+h712Xhvx9aXqCDU5o4J8gKzHAb61SuNMjkjYMgJ7GuD8Q6M0DNIisoB6igD6BVgygqQQRkEd6dXm/w08XC9tF0W+lzdRDELt/Go7fUV6RQAUUUUAFFFFABRRRQAV4h8XdZa+1yHSo3PlWqEsuOrnH9K9vr548QA6j4u1GQg7jOyjPYZwKAM7QbJ3ukUqSM85r063txHGuBjjtXK6HbiG9VD1Az+NdvFGXQAd6AKsp2j+dUnCnnk1ZvMqSpOKy2lKv1zigDVsSIpdwHGORWtHqDg7VPtXNLeKFyODTvtxI+WgDXnuj5pzgAHFUdQt4761ZSATVUTM7lj1qzFLjPPUUAealrjQdfjuYmMcsEok9iAf8K+j7C7j1DT7e8iOY5ow6/iK8W8V2CTwGdV/ecAkdxXpPw/uxc+ELWPeGa3JiP4cj9CKAOqooooAKKKKACiiigArxG706SbWbmbBJa4YFvQbjivbq861q3FteSRInytKWwPXJoAxY7IW2obgSRjk+9dDC5VAQfxHas6GNJZwkWWLHLk84rQnZY1wuKAKF8xaY85yaybhdre1W7m/ggJMsiA+hasu51a0cHZKhPsaAJxFuU1JECD7CqVvqcTjbx+dNm1OODLMwFAGwqjNSA4PSucfxVpsEe6S5jHsWqxY+JdN1B1SO4XcRxk4zQBduws8qwODskBH411Xw2DxWeoW7DASYEZ+mP6VyWoZNv56tgxnnHpXb+BIcWVxc55kYL+X/AOugDr6KKKACiiigAooooAr3dzHZWctzKcJEhZvwryvxH4jYwTXaxpIspBjMQPB6Y5/CvQ/FccsvhbU0gGZDbtgeteR6je2VitpBcThEiiUOmM7nI5oAXTPEw00v9vgkVmJwV5C+1Z3iD4jWsCyQ2km2bHzMULbAeAcV0vhR4NUtryV40dXlP3hmuI8aeHo7bxLZXVtAqCWQxyBFwGwCy5HfkUAcbe3MNwGnnn1Eu+TuYYz+dYYnRJAUurvZnuf8K7VtGXcbhpWkmzysgyuPTFYh0J3uWht0OZOMKOOtAGv4cvEuHMYvxvQAlJDtJH41P4qvYbaICS4+ZhjZG2TVTxB4VP2fSNPi5v5ZdjH0XGefyqC48BXGiapYLcyrPBc7lVgPuvg4B/KgDmGlgUrM9lKyOflLt1rWs5UmkVLeKOKQYIVpCD/Kr7aFLAwgmjYxKflx2rZ0/wAMR3Miuse0jHzGgCNfFWrWluumXNk7NONkbh9xZScEj1xXtPw/vmS5OmRyNLbCEyI7dTggA1wNvpKL4o0aAAFoIZpT7Z2qP5muz+GSI+pX+9cTW2+If7pkJH9KAPTqKKKACiiigAooooAZIiyRsjjKsCCPavnPXNMkTxMxu43+yGb5pAMhRmvo+vOPEGmwW+uagHRniu0U+X/DnucUAJoen2elQmG0UiNzuHOetVPFmnNPp5kiUG4hdZo/cqc4/Hp+NXbJRF5SLgKihRg+gxU91KkqMpySOx70Aeezm0vFDoyIxHzIx2sp9CKht7ix0tjJI8QbP3sitPWIo5XO6NTjpkA1yt3bJ5qKkak7gSAO1AHR6Datrfia41qSFxaxAR2u9cFifvNitvW7FNSsJLZcCVGLRMf4HHIP51k/8JnPaX8MFtp6ixVMSSH5WU9sDHNVdR8Rm3WSa0XzpHPygnj8aAKEd9FK5jvI/IuF4dHHGfY9xWlb3NrGcROZGx92NSxrLvpXublLtlCl0AbA71oWD4xgjBoA2dEglF/Nf3KBZZQERM52IOQPrkkmu08E2McN/q90jAmV0BHocZ/wrlLVh8nPIru/CaOLW4kIxG7DbxjJA5/pQB0lFFFABRRRQAUUUUAFZ+paTb6mq+aWR1+66dRWhRQBx17okOkQxLbtI6OWLNIcksef8/SsOcsSQc4zzXoOp232uxkjH38bk+orz67yobdwaAOU1eUrIQMn2rOs7B5JS7cufStXVY1TMzHjqaybCXUri7ke0njt0VSFZ03ZNAFrVLRo4VWZ0Q9gW5NZNhagMfPliU5+UM3UVlat4a1O4u2uLvVmlkOe5AH5VSTwuZWBn1CUD/Zc0AdvNYlU3EDZ2YHIqC1jeOfaOV6iqdnpGyweJL+4kGOMv0qTT5Ht7nypWLY6MaAOqtWzKn8q9c0+LyNPt4sYKxqD9cV43FeQ2QN1PzDF87AdSBXsWm38Gqadb31s2YZkDofagC5RRRQAUUUUAFFFFABRRRQAV5/4itTBfzgDCltyn6813sjiONnbooJNeR6br0muarqyTybmD74wey9MD8hQBj6sHnGwcc4IFVYI3toiqjjGa176NV575qnIwa364xQBlzWr3B5IBPrUCaWfMwW4FWzPgkY6U3z8EHtQAJD5Jwr9qjdMMrHqT1pzTqzg49ahubyKMbpGAVR3oAtXQe5szZxLmW4ZY0Hrk17j4d04aT4fsbAHPkRBM+p7mvL/AIcaYdRmbX7lD9njytspH3j3b/CvVrC6aZnRug+7QBfopjyomN7Bc+tOBBGQcigBaKKKACiiigAoppIBAJGT0pGDFhzhR1x3oAivVMljcIOrRsP0r5s8NX01j8SZrKQ4R1ZQD3zz/SvobS78XlzfwH/llLwPYj/EGvBPG+mvo3iSPV4kw1rcFZOP4SeD/n1oA7LVIV+YjqK56SQRqc4x7VdGsQahAGRgSRyM1n3DfujwPrQBQmuRuLFuaqvdxqvzSe9VbiRjKQBn0qJrJim9iee1AC3GsrGhEYLEdzVfQtK1DxnrKWwDC0Vh5rjp9K0bfw0DB9t1ef7Bp453sPnk/wB0f1r2DR7HT9G0mD+z0jCSRgxso6qR1oA0bSCGws4LC1AWG3UKAoxmtGzuEi3OzAKvJJ7VjecqJycepNLYBtQlDNkWqHP/AF0P+FAHQ2Tm5ne8l4Rl2xKey/8A16WdohBItudvfK8YqMkuNoOF70khRbcgccUAXdOna4tFY/eHBorP0e6EavFIcDOQaKANykzzimvIEOKZcSbLdnHpQBTikZ9VcM4OBwB2rSrCsSRcmXsTya3AcgEd6AOQmuP7D8SLK5xbz/u5DjpzwfzrzfxDq0+ueOr7QdRs47eC5LQ20gGd7Y+Xd9fWvXfEWlrf2hIXLCuQOi23iOBbC7Y22rWnzWd4vDccgH1xQB4jG11o2ozafdB45oWwN38S9jWsurM8eH5z3rf8QXKX811pfi+xNtqtu2I763TKv6MR2z+RrJtPBWoXiltPu7e7T+8CVP45oArQn7RcqEG5icAAck16JYaHY6RpyXuoATXpGUg6rF9fU/yrL8KeGLnTLue41KAxzRHbErdz3YVv6jAWtnbJBxgUAcBrn2zxLqsdjGxO9sc9FXua9JgC2tpBbhvkgiEa/QCsDwtpi7b69eVEkGQC390dcVftI5dYm2DK2gPzH+//APWoA0rNH1abqVskPJ/56H0HtXR26hRtGAo4AHYVBbxJFCqIu0AYAA6VZjUqvAyaAJ1cLTJmyhXNNCOcdhViCzMrZPQGgCpBbHPsaK2DCkQwaKAJLlcgGqep3Hl2YA6miigBNOhzYlj1NXrbPl4PaiigCUgEYPSua1nSjFKt1btsdW3Kw6g0UUAc54g0a38T3yz8x3qWTEr/AAkxsNw/ENxVXwskVpA0MalW3ZP1oooA2r2Qz3LOfuqNoz7Vk6gS0LLnGeKKKAMi1sZbxks0wsKsWbnrXc2Onpa26IigACiigC9HEc4NWVtv1oooAckO6QCtDAjj4oooArFvMPU0UUUAf//Z) | ![ORCID](../images/orcidFav.png) DOÇENTHACETTEPE ÜNİVERSİTESİ/İKTİSADİ VE İDARİ BİLİMLER FAKÜLTESİ/İKTİSAT BÖLÜMÜ/İKTİSAT TARİHİ ANABİLİM DALI/ Sosyal-Beşeri ve İdari Bilimler Temel Alanı Makro İktisat Büyüme ; Gelişme Ekonomisi ; İstihdam | maattar[at]hacettepe.edu.tr | 6B2C164E1867568A |
118472 | ![TOLGA AKSOY](../authorimages/photo_m.jpg) | ![ORCID](../images/orcidFav.png) DOÇENTYILDIZ TEKNİK ÜNİVERSİTESİ/İKTİSADİ VE İDARİ BİLİMLER FAKÜLTESİ/İKTİSAT BÖLÜMÜ/İKTİSAT ANABİLİM DALI/ Sosyal-Beşeri ve İdari Bilimler Temel Alanı Makro İktisat Büyüme ; İstihdam ; Gelişme Ekonomisi | toaksoy[at]yildiz.edu.tr | CCA3D76637906A6E |
235417 | ![ECE HANDAN GÜLERYÜZ](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) DOÇENTMARMARA ÜNİVERSİTESİ/İKTİSAT FAKÜLTESİ/İKTİSAT BÖLÜMÜ/İKTİSAT TEORİSİ ANABİLİM DALI/ Sosyal-Beşeri ve İdari Bilimler Temel Alanı Makro İktisat Büyüme ; Gelişme Ekonomisi ; İktisat Politikaları | ece.guleryuz[at]marmara.edu.tr | 0BF7543DD6A50B85 |
43440 | ![ADEM GÖK](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) DOÇENTKIRKLARELİ ÜNİVERSİTESİ/İKTİSADİ VE İDARİ BİLİMLER FAKÜLTESİ/İKTİSAT BÖLÜMÜ/İKTİSAT POLİTİKASI ANABİLİM DALI/ Sosyal-Beşeri ve İdari Bilimler Temel Alanı Makro İktisat Gelişme Ekonomisi | adem.gok[at]klu.edu.tr | 2A155406AC3FF28C |