125867 | ![ŞAHABETTİN GÜNEŞ](../authorimages/photo_m.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRBOLU ABANT İZZET BAYSAL ÜNİVERSİTESİ/İKTİSADİ VE İDARİ BİLİMLER FAKÜLTESİ/İKTİSAT BÖLÜMÜ/İKTİSADİ GELİŞME, ULUSLARARASI İKTİSAT ANABİLİM DALI/ Sosyal-Beşeri ve İdari Bilimler Temel Alanı Makro İktisat İstihdam ; Para Politikası ; Gelişme Ekonomisi - Makro | gunes_s[at]ibu.edu.tr | B4D875D95C41C3F6 |
11720 | ![ERDAL DEMİRHAN](../authorimages/photo_m.jpg) | PROFESÖRAFYON KOCATEPE ÜNİVERSİTESİ/İKTİSADİ VE İDARİ BİLİMLER FAKÜLTESİ/İKTİSAT BÖLÜMÜ/İKTİSAT POLİTİKASI ANABİLİM DALI/ Sosyal-Beşeri ve İdari Bilimler Temel Alanı Makro İktisat Para Politikası ; Enflasyon ; Maliye Politikası | demirhan[at]aku.edu.tr | C3E48C32C64F3F2C |
31162 | ![CAN TANSEL TUĞCU](../authorimages/photo_m.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRAKDENİZ ÜNİVERSİTESİ/İKTİSADİ VE İDARİ BİLİMLER FAKÜLTESİ/MALİYE BÖLÜMÜ/MALİ İKTİSAT ANABİLİM DALI/ Sosyal-Beşeri ve İdari Bilimler Temel Alanı Makro İktisat Büyüme ; Maliye Politikası ; Para Politikası | | 5A6FE81458B918B7 |
13687 | ![SUNA KORKMAZ](data:image/jpg;base64,/9j/4AAQSkZJRgABAgAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDAxNDQ0Hyc5PTgyPC4zNDL/2wBDAQkJCQwLDBgNDRgyIRwhMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjL/wAARCACnAIcDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwDzfPP4U7OAeKaOvTtS9ziqEH1HekHT8aUHt70+GIyypGvJZgB9aQFzTNLuNTmCRABAfnc9FFeg6Va2WiWwjiI3t95yfmY1j6dAYoktrY7IlOHkxyzd8VuwNb242qEMvqzAt+dedWrSm7LY76dFRV3uWxIlxklXYe6kirCwKFPzFDjg4x/Oss6xDG+JMj33VDcas2xvs8+CRwH5DD61gmaNMl16WSCyEqysskbD7vGfzrZ0q7e6jicgTIgAYOeR/jXFO8s8c/moy5BJG/IPvjpVjQ7y6WTEbsNoGSByPqPSrvZJi5b3Oh8TeG9P1YebCi21wPuuv3G9jXlt1ay2Vy9vOhV0bBBr1p5gYi0o+Vj86jofcVx3iuy3xfaANzxHBf1U9M100a75uV9Tmq0tLo4/9OaQ9B2FGT+tIeTXaco30p9t/wAfMQ9WH86YKktR/pMP++P5ik9ho+mL/wD5Bsn0H8xRRf8A/INk/wCA/wAxRWTRokfLwPH4UueTTfT6Upx0znitjMWtTRYfNui+Pu8A+hP/ANbNZY74rodGG20Y45LdfwrGvLlgzWiryRrzXX2a3/cqd33V/wA/561YsNNeeEF9qluuOv51EIy8cLqAfnwfbH/6q6KwT5VrzE2ejYqxeG0kOXkJ4xk8mtFfD1uEAC8CtO1UleVwfSrirgVqoJ7mbl2MOTRYo0baoGRg4rDS1k0m78+NQyg8g12snIIrKvYAytjripnBdCoyvuRvNDcWzyxKACPnQfzFZF7A09hJGPmDIyj+lU5LiSENGjBCDlSOxzV6xvEuIgQMb+Sv909CKhS1uJx0seZsNrkZ6GkBJ/Opr3AvZwOgkPH41AP617K2PMYuafa/8fMX++P50z09zUtsP9Ki/wB8fzoewH0rqH/ILk/4D/MUUah/yC5Of7v8xRWZoj5dH9KXH5YpB0FOHT8K0MwrqtMhI0+PA7E/yNct3NdhpMuAEI+UY/kK5MX8B04Ze82WmkW2jRt2F3sW/E//AK66C1vo4IkaSC4Cf3/LyP05Fc1LGSxgb+GTA/mKv/Y7q7sZY/PlSYsNjBjtAHbAIrkppPc7J3toddZarZXIIguEc/3QefyqzdX8NlHvl3H0CqST+ArmIrFbeS02fNIoAeRupPqK3r9S8YVTjjHFaXs9COXuUG8Qm4mKJGtvH/enbk/RRT5LhnwSUkX+8h/pVCfQLfUHg3xGPyCTlT9/kHnj2q5Hp627OQMAknaOg+gonZoIKz1Of1W3YTSFTyMSKP5iqWlzut8hXOyQ9Pfof5CtrVCBKme+RWVp6Kt3IueFfcp/z9K59jVnI6mB/aFxgf8ALQ/zqsOv41d1Zdmp3K/9NCaojv8AWvZj8KPJluKOo+tTW3/H1Cf9sfzqIc+/NS2x/wBIi/3x/OmxdT6V1D/kFyf8B/mKKNQ/5Bkn/Af5iiszRHy6ucCnDqMelPCE24cAHBpg6D6VoZjh3+ldTpykwbl5Yorf0NcqD/Kut0DJtIHP3dzR/wBf5mubFL3LnRhn7xoMyTXNvIDjeQD7kCuqto18oYGK4a9kktn3Y4R9w9uc/wCNdhpl6skSnPWuKKsjuTuTyKPtkUQ6k5P0FasyFHUkfK1ZVxEZpvOik2PwB+FXkSWTa0knQYIHQ1SBl1YlxkYqvcL8pp7SbOV/Kq08u9DjuKbasQlqc7qA3SHHO3ms23t83G0n5uOT3NReJJ3jvbWNCfmO4gfl/U1atwy6gCR8oYY/CsZq1mWne6OQ13/kL3X/AF0IrOzz+Nb/AIn0+5t9TuJpIiI5XLIzdMe1YJGM9OtevDWKPKkveYf41Nbn/SYsf3x/OoQO3vUtsP8ASYv98fzpsR9Lah/yDJP+A/zFFF//AMgyT/gP8xRUXNUfLytjFO/limDt/Knjk49q0MhAf5V2vhbbNpflfxLI2PxAP9K4oDj8K6fwnOczQj7ylZF/kf6VhiI3ps1oO00bN9aCeJyejjB9jSaBOTB5Uh+dDsb6itGVVG9G6OwIrn7hn0/UGuFB2FgJVHb0auCGq5TvejudCZ7xJNqNGEJ+8QcitKGS9KHdcRDAyCBkn8KpWMiXKhlYMD361sW9nGp3ceuauLXY1clYhhF0+GmlO30wBU0rAKfYVNLtTnPArPnk80lV+6RyamTJ3OYuYmv/ABGhx8keOfpzWzDAFYNgetQRRbJ7ibpvbYhPp3NTfaBvyPuoP64rGUrvULdjK8cr51vBIWYFcjGOPz9a4TpnjvXsjafDqlqFwrRt2znaa5C7+H+qfb2EMS/Zi2fNJAVR7jrXoYequWzOCtTfNdHGdPzqSDi4i/3xVq/tIbOV40lEwBwGXoT/AF/D86qxf8fEZwB846V1Xujn6n0rff8AINf8P5iii+/5Br/Rf5iis2jQ+XgOB9acOwpg6de9a2i6BqGuz+VZw5QfekbhF+p/pWhmZeO3tWr4dl8rWrcHOH+Qge/FdtbfDS2tIY5b++eaQ8mKFdq/mf8AAVsRaZp2lxA2NjFE/TfjLf8AfR5rKrUSVio/FZGddxBgU5BHf0INUNUiR3gk7SAK30P/ANer2oTlpFmQ/KTtIPc1SkjZ7XYxy8WAfyB/nXlXsz1ErooaW1xZTzRxt8qv0PSult9QuXH3VrHWApdeZjiTG761t2ybBV8zbKskiZVmuCPMbj0FSSKscZA4UDkjr9B70hn/AIF6/wAqqySFWHzf59qlsLFW6l2xMXG0AY2jsPSqQl8uHceC+M/nVbVp3UkNwR2ott99cm3wSojBJ9Peos9x9DodOnmtttxakSwYAkUdQPcdjXSyxSXcYRbkrCy8gPycj1xkVwum2uoWrTSEPG8J+V8ErIPUEV02g61LqEzQXaw7lwVJHUVrB8rsc9XVc3Yy9T8GJcu9y9xKWIwsUIzz2ya4OXSXtrvFxNDGVcfLvBb6YFez3egx6rFm3u5beUA4ZTuAJ46HrXGaj8NdWii82G9juzG4fy8FTjvivRpqVtTik03oen3/APyDZP8AgP8AMUUah/yDpB9P5iiqGmfLg7/WvdvDXkv4V014ECp5KghR/FjB/HIrwkHr9a9i+HcxOhfYHPzx/vU+hOSPz/nVSa0RCT3OlEvVHMbLjoxwRWZqElmiAM+QOynJNZfiGCaSaV4j/EQMfl/SsjTtC1K7zgyEPnJZjjFcFTm5nE6qXJJcxYu4xqM6AHaqn5I16ntzV3+yZraISTAEnqR+n9a6LQ/DUGnWqsy7pTwSe1al9ZCTTplUfMBuH4VSw943e5Xt/estjhXtwynHUdKvpbkwBsVLFbjfz61dfZHAQK5lE6pSMuG2MznngGqxiAmdhzs6Z9a0IpBDExPUnpVAMULIRkt2Hapdg1ObvrcsskkpJyTitTw3EkGnX15K3EieWn1p93YtMRGd5VjyBjrXQWehGOyiaIpKU5jTHyqfU+prWkpNkVZJKxyc6X9lZqYp5FaR/uluo78dh0qx4bDm/YNlvLXAYnqf8mr1/pM8UwaabzZSDhByAKt6dZfYrcfL8zYJJ7mnGm3K1jlxFdQg9dWdvpqbLJD3YZNX1xgVWtVC20YHTaKsYBUg969FKyOWOxBqX/IPk/D+YopNSGNOk9sfzFFTIs+W413yKnqQK9V8P3A0+5tZs4UHY/8Aunj/AD9K8wsU33sK9fmBr0RBmzYD+7WWIk1KNjfDxvFnVfLcyKh53nn6d66q2tkhiQIoAC4GK5Tw+PtF2zNyqoAv4jP9a7GLPlito66nDS2YqL8mPenAZzSgcUoFUanMalYtaTF0BMTdD6e1VMFhzXYPGroUYBgeoI61myaPGWzGxT26iuSpQd7xOqFdWtI5/wCzK3XpViDTFuCIo48k9Se1bUWjxA5kkZvYDFaEUMcKbIkCj2pQw7v7w5YhdCjaaPb2gU7Qzr0Jq39lhznylB9QKmxSmupRSVkczk27sxNahVBAUQckisTAZ4cFsg55PpXR60MW8bn+F6wYQTfw5IZd+049zSkjhrfGdegwAOwFPyAMscAU1cAZPQd6yL2/8+ZY4z+7BGf9qic1FandCDk9DS1P/kHyfh/MUUan/wAg+T8P5iihgj5p0SPzNRQ9lXNehW0eYyp6EVw/hqPddO3ooGa7xcRw7vauXEv3zswy/dm94RffE8ZHKnIbPXBIx+n612aD5a4fwQUaCeUHkylT+fH867tPuiuqn8COKUeWTQUtFFWSIaasqOxVXUkdQD0qlrEskel3HkSBJtnynOCPce9Y1tcW7XdtFY2bQunztIOhTvk+pP1oIlUtLlOppajicSIGBp9BoKKUDJqKeUQQPKQSFGcCqh1Xy8h4CCN38Q5xUSqRj8TLjCUtg1lN2nueykE1zsb7bmKRlG1XDbhW/c3gntZUMOPlJ5YYyDjHv0rFI4SSVjlzsCEk5Hfj17fU+1JTjLY5cRSkpJs1NWv9p+zIccZY/wBKyY3zKn1FQotzcu88ifOzBdo5PTinpgTIBwQQDn1zXJUk5SuepSilFHV6n/yD5Pw/mKKTUv8AkHyfh/MUV2M4z598Kxku7YPPFdlcZW1PHavUktYE+5DGv0UCn+UhH3F/KsqlHnk3c6Kdfkjy2OA+HwP2CY46zN/Su/TpSrGi8KoH0FSYraKsrGEnzO4ykqSiqFYxNXswVa6EjAjAK9jz/wDXqjZ6bJdxmWORUVSQGIya6mkwBSMnRTldla2DeV8wwfSrG2nYopmthrIroVdQynqDTTbwty0SHr1Hr1qWipaTHexXkgh8sp5SbcYxjtXDapdzwSmaOIK6jy8AHHPHrx17V6DSYHpScexEo8zV2cJaXs6RBQo4yehzyMVJCHMyEqeWHau3wM9KMD0rD6u+rOv266Iral/yD5Pw/mKKNR/48JPw/mKK3ZzonxS0UVYgpfrRRQMKDRRSAO9FFFABS0UUAFLRRQAlFFFABRRRQBV1Ef6BJ+H8xRRRSbBH/9k=) | ![ORCID](../images/orcidFav.png) PROFESÖRBANDIRMA ONYEDİ EYLÜL ÜNİVERSİTESİ/İKTİSADİ VE İDARİ BİLİMLER FAKÜLTESİ/İKTİSAT BÖLÜMÜ/İKTİSAT TEORİSİ ANABİLİM DALI/ Sosyal-Beşeri ve İdari Bilimler Temel Alanı Makro İktisat İstihdam ; Enflasyon ; Para Politikası | sunakorkmaz1[at]gmail.com | 860AA28F307F0228 |
29013 | ![ALPASLAN SEREL](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRBANDIRMA ONYEDİ EYLÜL ÜNİVERSİTESİ/İKTİSADİ VE İDARİ BİLİMLER FAKÜLTESİ/İKTİSAT BÖLÜMÜ/İKTİSAT TEORİSİ ANABİLİM DALI/ Sosyal-Beşeri ve İdari Bilimler Temel Alanı Makro İktisat Para Politikası ; Para-Banka | aserel[at]bandirma.edu.tr | D58A92C6252D4137 |
26965 | ![İSMAİL ŞİRİNER](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRBATMAN ÜNİVERSİTESİ/İKTİSADİ VE İDARİ BİLİMLER FAKÜLTESİ/İKTİSAT BÖLÜMÜ/İKTİSAT POLİTİKASI ANABİLİM DALI/ Sosyal-Beşeri ve İdari Bilimler Temel Alanı Makro İktisat Büyüme ; Para Politikası ; Uluslararası Finans | | E5A5261F584F2A6B |
109477 | ![MACİDE ÇİÇEK](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRKÜTAHYA DUMLUPINAR ÜNİVERSİTESİ/İKTİSADİ VE İDARİ BİLİMLER FAKÜLTESİ/İKTİSAT BÖLÜMÜ/İKTİSAT POLİTİKASI ANABİLİM DALI/ Sosyal-Beşeri ve İdari Bilimler Temel Alanı Makro İktisat Para Politikası ; Sermaye Piyasaları ; Para-Banka | macide.cicek[at]dpu.edu.tr | 0A53C13811592D38 |
132609 | ![SALİSE İREM ZEYNELOĞLU](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRGALATASARAY ÜNİVERSİTESİ/İKTİSADİ VE İDARİ BİLİMLER FAKÜLTESİ/İKTİSAT BÖLÜMÜ/İKTİSAT POLİTİKASI ANABİLİM DALI/ Sosyal-Beşeri ve İdari Bilimler Temel Alanı Makro İktisat Maliye Politikası ; Para Politikası ; Konjonktür Dalgalanmaları | izeyneloglu[at]gsu.edu.tr | C048399A8936C87D |
16362 | ![İLHAN EROĞLU](../authorimages/photo_m.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRTOKAT GAZİOSMANPAŞA ÜNİVERSİTESİ/İKTİSADİ VE İDARİ BİLİMLER FAKÜLTESİ/İKTİSAT BÖLÜMÜ/İKTİSAT POLİTİKASI ANABİLİM DALI/ Sosyal-Beşeri ve İdari Bilimler Temel Alanı Makro İktisat Enflasyon ; Para-Banka ; Para Politikası | ilhan.eroglu[at]gop.edu.tr | 62CBF60E927D952E |
122349 | ![MURAT ÇETİNKAYA](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 Makro İktisat Para Politikası ; Enflasyon ; Gelişme Ekonomisi - Makro | m.cetinkaya[at]hbv.edu.tr | 0024BA06C35339E0 |
109657 | ![ALPASLAN AKÇORAOĞLU](../authorimages/photo_m.jpg) | PROFESÖRANKARA HACI BAYRAM VELİ ÜNİVERSİTESİ/İKTİSADİ VE İDARİ BİLİMLER FAKÜLTESİ/EKONOMETRİ BÖLÜMÜ/EKONOMETRİ ANABİLİM DALI/ Sosyal-Beşeri ve İdari Bilimler Temel Alanı Makro İktisat Uluslararası Finans ; Büyüme ; Para Politikası | | E600037594317F34 |
13190 | ![MUSTAFA NECAT COŞKUN](../authorimages/photo_m.jpg) | PROFESÖRANKARA HACI BAYRAM VELİ ÜNİVERSİTESİ/İKTİSADİ VE İDARİ BİLİMLER FAKÜLTESİ/İKTİSAT BÖLÜMÜ/İKTİSAT ANABİLİM DALI/ Sosyal-Beşeri ve İdari Bilimler Temel Alanı Makro İktisat İktisat Politikaları ; Enflasyon ; Para Politikası | mustafa.coskun[at]hbv.edu.tr | EF5E8BD2EBCF718F |
122339 | ![AFŞİN ŞAHİN](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRANKARA HACI BAYRAM VELİ ÜNİVERSİTESİ/FİNANSAL BİLİMLER FAKÜLTESİ/FİNANS VE BANKACILIK BÖLÜMÜ/FİNANS VE BANKACILIK ANABİLİM DALI/ Sosyal-Beşeri ve İdari Bilimler Temel Alanı Makro İktisat Para-Banka ; Para Politikası ; Büyüme | afsin.sahin[at]hbv.edu.tr | 9CFF8ED2538FD60D |
8970 | ![SELAHATTİN TOĞAY](../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 Makro İktisat Para Politikası ; Enflasyon ; Para-Banka | selahattin.togay[at]hbv.edu.tr | 579ECBF9F3C69EB1 |
105286 | ![MUHAMMED VEYSEL KAYA](../authorimages/photo_m.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRANKARA HACI BAYRAM VELİ ÜNİVERSİTESİ/FİNANSAL BİLİMLER FAKÜLTESİ/FİNANS VE BANKACILIK BÖLÜMÜ/FİNANS VE BANKACILIK ANABİLİM DALI/ Sosyal-Beşeri ve İdari Bilimler Temel Alanı Makro İktisat Para Politikası ; Para-Banka ; Büyüme | | 6E4FD62404D06741 |
113427 | ![HAKAN NAİM ARDOR](../authorimages/photo_m.jpg) | PROFESÖRANKARA HACI BAYRAM VELİ ÜNİVERSİTESİ/İKTİSADİ VE İDARİ BİLİMLER FAKÜLTESİ/İKTİSAT BÖLÜMÜ/İKTİSAT ANABİLİM DALI/ Sosyal-Beşeri ve İdari Bilimler Temel Alanı Makro İktisat Enflasyon ; Para Politikası ; Maliye Politikası | hakan.ardor[at]hbv.edu.tr | 9F9DEBDEAE3AE92B |
1462 | ![SENİHA ALEV SÖYLEMEZ](../authorimages/photo_w.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 Makro İktisat Para Politikası ; Büyüme ; Gelişme Ekonomisi | seniha.soylemez[at]hbv.edu.tr | 62F88CC7318A8689 |
133535 | ![FETULLAH AKIN](../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 Makro İktisat Maliye Politikası ; Para Politikası ; Uluslararası Finans | fetullah.akin[at]hbv.edu.tr | E17C98C99E820E6F |
41676 | ![CANAN SANCAR ÖZKÖK](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRGÜMÜŞHANE ÜNİVERSİTESİ/UYGULAMALI BİLİMLER YÜKSEKOKULU/HAVACILIK YÖNETİMİ BÖLÜMÜ/HAVACILIK YÖNETİMİ ANABİLİM DALI/ Sosyal-Beşeri ve İdari Bilimler Temel Alanı Makro İktisat Para Politikası ; Enflasyon ; Maliye Politikası | | 8F06BE700C31AA38 |
113983 | ![İRFAN KALAYCI](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRİNÖNÜ ÜNİVERSİTESİ/İKTİSADİ VE İDARİ BİLİMLER FAKÜLTESİ/İKTİSAT BÖLÜMÜ/İKTİSAT POLİTİKASI ANABİLİM DALI/ Sosyal-Beşeri ve İdari Bilimler Temel Alanı Makro İktisat Para Politikası ; Uluslararası Finans ; İstihdam | irfan.kalayci[at]inonu.edu.tr | D31BB2A460D5253F |