29854 | ![CÜNEYT KOYUNCU](../authorimages/photo_m.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRBİLECİK ŞEYH EDEBALİ ÜNİVERSİTESİ/İKTİSADİ VE İDARİ BİLİMLER FAKÜLTESİ/İKTİSAT BÖLÜMÜ/İKTİSAT POLİTİKASI ANABİLİM DALI/ Sosyal-Beşeri ve İdari Bilimler Temel Alanı Ekonometri Panel Veri Ekonometrisi ; Uygulamalı Makro Ekonometri ; Zaman Serisi Analizi | cuneyt.koyuncu[at]bilecik.edu.tr | 65A4E93CBB87BB14 |
44805 | ![SERPİL TÜRKYILMAZ](../authorimages/photo_w.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRBİLECİK ŞEYH EDEBALİ ÜNİVERSİTESİ/FEN FAKÜLTESİ/İSTATİSTİK VE BİLGİSAYAR BİLİMLERİ BÖLÜMÜ/İSTATİSTİK VE BİLGİSAYAR BİLİMLERİ ANABİLİM DALI/ Sosyal-Beşeri ve İdari Bilimler Temel Alanı Ekonometri Zaman Serisi Analizi ; Uygulamalı Makro Ekonometri | serpil.turkyilmaz[at]bilecik.edu.tr | 9C04A9317DA33D12 |
129946 | ![MEHMET ÖZMEN](../authorimages/photo_m.jpg) | PROFESÖRÇUKUROVA ÜNİVERSİTESİ/İKTİSADİ VE İDARİ BİLİMLER FAKÜLTESİ/EKONOMETRİ BÖLÜMÜ/YÖNEYLEM ANABİLİM DALI/ Sosyal-Beşeri ve İdari Bilimler Temel Alanı Ekonometri Uygulamalı Makro Ekonometri ; Zaman Serisi Analizi ; Ekonometri Teorisi | mozmen[at]cu.edu.tr | 8D7498681A466C1C |
131310 | ![MAHMUT ZORTUK](data:image/jpg;base64,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) | PROFESÖRKÜTAHYA DUMLUPINAR ÜNİVERSİTESİ/İKTİSADİ VE İDARİ BİLİMLER FAKÜLTESİ/EKONOMETRİ BÖLÜMÜ/YÖNEYLEM ANABİLİM DALI/ Sosyal-Beşeri ve İdari Bilimler Temel Alanı Ekonometri Uygulamalı Makro Ekonometri ; Uygulamalı Mikro Ekonometri ; Zaman Serisi Analizi | | 518AF533DDDF9C36 |
112997 | ![HAKKI OZAN ERUYGUR](data:image/jpg;base64,/9j/4AAQSkZJRgABAgAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDAxNDQ0Hyc5PTgyPC4zNDL/2wBDAQkJCQwLDBgNDRgyIRwhMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjL/wAARCACnAIcDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwDT8Mr/AMUpo/8A14wf+gCtTbVDwwv/ABSejf8AXjB/6LWtXbXUtjlluQ7aNtTbaNtAEG2jbU+yjZQBBto21laz4gi0cZdA3oM8msZ/HUXks2yNHUbsbshh7H1qXNIpQbOu20ba422+IdsW2TwMCSfmBBHTIrdsvE+mX1q9wkwVEPIbg0KaYODRq7aNtLbTwXluk9vKskTjKspyDUu2quTYh20bam2UuygCDbRtqbZRsoAh20VNsooAoeFl/wCKR0X/AK8IP/Ra1rbKz/Cq/wDFH6J/2D4P/Ra1r7PapWxT3INlGyp9lGymIrkBQSegrltR1W5jha5kuTbRliI4VQFmHbJ/wpPGnikaLttYcGZ1yQDz7CvK7rWrqeTcztvIIAB6ZrOc7GsKdy54q15dQuI5Iw27ZggnOD3rnPtUkblCcnvgdKtT6RqLRrcNbSBW5ziqps7j5mMbA9+PSseZM35GuhNEnmndllb1xxTmmliiMW9wOpAPWqyq6kM+Tk8H2p9xHldysSAcdaANTT/E+o6YqLaXToIwQE3fLz1OOmea9O8HeNYtf22VypS9C5z2fHWvEsAcnNdF4FmC+NNLLyGNfNwD6kggD8TgfjVxk0zKUU0e+7aNtT7aNlbmBBto21Pso2e1AEG2ip9lFAGd4TXPg7RP+wfb/wDota2NlZnhJf8AijNC/wCwdb/+i1rZ21KKaIdlIU4qfZRsoCx85+MLm8l8V3YuEdWEjKobjIya2PA/h37TN/aN0mV/5ZKR/wCPVqfFW1H/AAlelnACywY4XGW3HJz37V2GkWiQwxRRqAqoAAB2rhxM3FWR6OEgpe8y3DpqOu0xKc+1R3Hhizu0KPAisecgd634AEHAyakd2Y8Lg1xJtanpcqaPLdR+HQdD5cxAXkLjiuQ1TwxPaFgVZRj72OPxr3mQsVIwM1j31rHLG29ATWirSRlKhBrY+d7iGWGTYy9+xyDUlheS2GoW95DjzYJVkUn1ByK9P1TR7Z5CTGPUAjpXnOsWy2mpNGgwpOa66dXnOCtR5NT6Wt5BcW0U6rhZUDgZBxkZ7VJt9qZpsRTS7RW+8IUB5zzgd+9WtldhwWINvtRt9qn2UbKYWINvtRU+yigLGZ4QX/iitB/7B1v/AOi1ra21l+D1/wCKJ0D/ALBtv/6LWtrbUooh2Ubam20baBHlHxfgCy6Hcj74ldMeoO0/5+tacesW+mRIZtzOQPlUZao/inALm88OwFfvXJ+bHbK5FNuLJreH+0IoxPOcBY26L2B/nXDibcyuelg0+V2LiePtIjlVJYroE8f6vvXT2moWd/GssJY5GQCMEfhXCGTXZbqNJHgFvgEybBgcA/3s9eOF/nx0OiyMJh5iqCRztBFc8rI7oNs09R1GzsYDJPLsAGa5aXxdFeK5sNMvZ1Xq/lFVP4mrFzI1xqd0ERZCnKBqxtU/4SKK/WOJ4PsjIGLhm3A45G3I7+2KIq4TbRn3Orm6Lbrd4WBxhuQfoa4DXt51ogAg5G3Fegw20l7ZzvdoFkRtwZcckflXE+IYz/acLDrtB/WtaLSkcuITcT6SiTEMY44UdBgVJspLOaK7sYLmGQSRyxq6uBgMCOuO1T7a9G55NiDZRsqfbSbaAIdlFTbaKAMvwav/ABQ/h/8A7Btt/wCilrb21k+DF/4oXw9/2DLb/wBFLW5tqSyHbRtqbbRtpiOJ8b2EV5LpruzB7eQyKB9R1/I061iWW2EbemKu+L18uKKTb1UqT9Cp/wAao2DgMPcZrzMQ/wB47nsYWypr+upK2nLtCsSR6Z4qOCHZctgcAYqzfytdSrFC+xV5d/QVnQ308Mr77MyKuQpRs596ytc67pFK2QDW2V8YlbjPQ1p3Wkp/FuC44GeK5m9nvr24kgSye3jzlZXbkV2cE0hshHMQ8ir97+9Q1YV0c7qMUcNkUQAADtXAXNnFNfLK6lnUFQM8V3OokkSjsBXFybnl3KcbWz9aqDsZSs2j17wPGF8G6cB02vj/AL7auh21X0ezNlotjbMgRooEVgP72Bn9c1e2V6kVaKR4tR802+5Dto21Lto21RBFtoqXbRQBk+Cl/wCKD8O/9gy2/wDRS1u7ax/BK/8AFBeHP+wXbf8Aopa3dtQURbKNlS7aNtMDnfFVpLc6UBDE8jq3RFLHGPQe+K5uww6xHP3l9a9F21w2u2w0jVwVwILjMkY9CPvD9Qfx9q48TT+0jtwtW3uMqahcf2bazSyxyuoJLeWu44+lXYLPUBHuOkTmPGQRIpOPouaUyJd2z55LDmoLf7VaD91e3CJnIUSMAPw6GsINdTv310+ZV1ODUocyPpMyoOoByRj/APVU2mypd20ckasAR/EMHpVPU2urxh5tzJIAc5ZiT/8AW6mpre6FpY88HBpTa6Da9PkZ2rMsSyj2I5rA8P6BqGs3SSW1uz2wmEckoIwnQnOfY5puvatv3Ip5Y16b8NrVYfBdtKPvXEkkjfXcV/korWhDm3OTEVHBaHT7aNtTbaNtd55hDto21NijbQBDtoqbFFFwMbwQv/FAeHP+wXbf+ilre21i+Bx/xb/w3/2C7X/0Utb2Kkoj20hWob7ULLTIPPvruC1i6b5pAgz6ZNeaa98b9IsmaLR7SW/dTjzZD5Uf4fxH8hQFj1ALiuC+IN1ZXH2WCC+hbULd2JgRwzquBkkDpyAOfWvH9e+KXifXg0TX32S3IwYrQGMH6nO4/TOKXwHaM93LeOrlT+5U4+XP3m+p+7WdZ+4zahH94jttN19Q6xzHYehye9ddbz28sa8rzzz0rgdT0oiQyxjg9arw/wBqQREW85I7BhkCuFJdD0btbnaaldwQAg4/OuM1TxDG0jxRHIUYyDWVqK6tKc3Nw2PReKoW+nyzuEUHB6mnyrcTk3sKpe7lad+g6CvUfBnjfT9F0G3sNTjkgt4WKm7HzIpZmYBwOVB6A8j1xxnj4dI2QBQvAGTSwwrBbXT3I/0UKfNyOCMH/wCvV06nK9DOrS5o6nvFtdW17bpcWk8U8L8rJE4ZW+hFTCvkrw54v1fwvfm60u4McZbL27kmOQejL/XrXvnhH4oaH4nWOCSQWOotgG3mbAc8fcbo3J6cH2ruuebY7rAo20IcipAAaAI9tFS7aKAOP0TxDpfhz4YeHbzVLpIIhpVsFB5Zz5S8KOpNebeJPjnqFyzwaBbJZxZwJ5gHlPPUD7q8dvm+teVXWr32pQWYu7l5VtraOCFWPCIqgAAduBVItQOxf1HWL7Vblri/u57mZurzOWOPTntVAsTTc5pc0DFDcYrrPAWrRWmtLaXLBYpyAjHoH7fnnH5VyNAJ6g4I5BqJxUlZlQm4S5kfRE0A8wo44PSs6e0a1lyAcda4TQPiPLbQRWmsI86x8JOvLAehHf616XpusaVrlsGs7mGY45VW+YZ9R1FcEoShuelCpGotDBnt2unA2YHv3rUtdFW3iDsg/KtqCwhjJO0596xtf8Q6fpEZ+1XUcfHC5+Y/QdTU6vRF6RV2TLAjDAAxXlvjnxDBc3R03TpA0CfLPIvSQ5BwPYEVF4i8e3WqxNZ6er21qeHcn55B6cdB/n2rj+ldVGi4+9I4q9dSXLEcXpwkPFR0Cuk5T0jwf8W9a8OiO1vSdS08cBJW/eRj/Yf8uDkcYGK968NeL9G8VWnn6XdB2UZkgf5ZI/qv9Rke9fH4ODVzT9Uu9MvI7uxuJLe4jOVkjbBFMR9qAg0V434M+NVvPGLXxNiGVF+W7jU7JP8AeUdD9OPpRQFjwOI/uI/90fypTTIv9Sn+6P5U6kAUUUUDCkpaKAEPI5pNuD8pNKaSgC8mt6xHD5KarerFjGwTuFx6YzVBgzMWdixPJJ70tGKAuHQUUUUAJRRRQIWlFNpaAHqxXpRTKKACH/Up/uin0yH/AFCf7op9AwpKWkoAKSiigApKWkoAKKKKAEooooAKKXFJQAUtJR2oEGaKTPaigB0X+pT/AHRTjRRQMM0lFFABRRRQAlHeiigAoNFFACUUUUALRRRQAhpaKKBDPWiiigD/2Q==) | ![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 Ekonometri Zaman Serisi Analizi ; Panel Veri Ekonometrisi ; Uygulamalı Makro Ekonometri | hakki.eruygur[at]hbv.edu.tr | 253D816C7EAD94D2 |
52625 | ![NÜKHET DOĞAN](../authorimages/photo_w.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRANKARA HACI BAYRAM VELİ ÜNİVERSİTESİ/İKTİSADİ VE İDARİ BİLİMLER FAKÜLTESİ/EKONOMETRİ BÖLÜMÜ/EKONOMETRİ ANABİLİM DALI/ Sosyal-Beşeri ve İdari Bilimler Temel Alanı Ekonometri Panel Veri Ekonometrisi ; Uygulamalı Makro Ekonometri ; Zaman Serisi Analizi | nukhet.dogan[at]hbv.edu.tr | 4153CE3F89F5713F |
43479 | ![YELİZ YALÇIN](../authorimages/photo_w.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRANKARA HACI BAYRAM VELİ ÜNİVERSİTESİ/İKTİSADİ VE İDARİ BİLİMLER FAKÜLTESİ/EKONOMETRİ BÖLÜMÜ/EKONOMETRİ ANABİLİM DALI/ Sosyal-Beşeri ve İdari Bilimler Temel Alanı Ekonometri Zaman Serisi Analizi ; Uygulamalı Makro Ekonometri ; Ekonometri Teorisi | yeliz.yalcin[at]hbv.edu.tr | 1D2D69AC9B5F3BAF |
108590 | ![FUNDA YURDAKUL](../authorimages/photo_w.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRANKARA HACI BAYRAM VELİ ÜNİVERSİTESİ/İKTİSADİ VE İDARİ BİLİMLER FAKÜLTESİ/EKONOMETRİ BÖLÜMÜ/EKONOMETRİ ANABİLİM DALI/ Sosyal-Beşeri ve İdari Bilimler Temel Alanı Ekonometri Ekonometri Teorisi ; Uygulamalı Makro Ekonometri ; Zaman Serisi Analizi | funda.yurdakul[at]hbv.edu.tr | B8CA5918413AD82D |
55600 | ![ATİLLA GÖKÇE](data:image/jpg;base64,/9j/4AAQSkZJRgABAgAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDAxNDQ0Hyc5PTgyPC4zNDL/2wBDAQkJCQwLDBgNDRgyIRwhMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjL/wAARCACnAIcDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwDjr1YJLi3S0XcHijyOAS5QBxwOm4YH/wBeqlzbxwWxnYbC/wAsYBDEkYPzDIKj5s5wQSuOxI9P8H6Daan4eu9TtrRkv4IpbVFD4DXGMxTKzHKMA2PTO0jkVxlvo0/iHWL6XWbmdDFOVn42vvdnLKM8IdwPGOpAxXhqcY6vYbRzA1K7e1j00XJt7JpWkk28LuZQpJx1G0Y9OW9TSzQhbuK0hjeScYQRphizNwFAHOckDHXIrZ8SaS0V0I4gzxQKsK5TaVCquM8DJPJ4zyeorKjt5bXyp4dyTxMsiuDgoQQVYe4PNdEZxlFNE3JJWS1+zrHDNHcCEGbzSG3MSSCpwPlKFDz3J5NSQXDyEmVAq7hjkkflUAtJI4FnlASPlVYnAyMcZPGfmU4/2h61Ab6cTsE2eWwyVC9D65NTypiOvtrBRpazK7PHgndhQQwIxycDJzgc/wD1uenMliRKiRPFzypwGHGOn+evSm2Uk9tAxO1InlXzJepOQccdWxg9OKfMlxdWSShM5KmRQPlzwep+mOves4UpKTvqhWMm6GCrKrK2CGLNnLZ57ccYH51NZQLcvJiGQiK3mlbyOT8qMQxJzgbsZ9geh5qzJD9ojiLhC8YjRA0jECNc5QAHqxYscY+Yk8ZqO6tRIxMUMaSyOzSRo+VTLHAAPoD3JP657OR2tYqxHbXcSRsjW+Jc4Vi33ODzjHJzj/I50JjLe2ssIbYCvyttPzc5HPT61Qg02cxlxC2FzuGwjbx7ir9tFcGR32DYFywVc8nvn8PTvWM0kyWY0sFzZSBGJ2AllKjgnA/+tVyBY1t4IMhbuQFysyqq7SMqQd2ckZ4IU9MZzVyWYMMIhcc7gOMVT/0U2IaK3c3DSMonM2BGp2jaV2HPCuOD/GvoRVJ8y1AmkRzEeAxB5YHP6elMFqksas8nlgHYUKZOTj3x6U2WOWO3iiikEeZXyytlSDgqAMZHRu/p0oti6Sb5JkY4xgnHP+PFRayEX4bdISduBgdT3/GipLTSheW096clEfy843L5nHy8Zx8uSD3AoqLisz0bUNPvbXxRdW+lad5JSJooUuX3xR25chpMOTnczEYxgDPDFsjXs9DtfDOkQ3VzdJbwRo3mKwAMrttJ4OcEpHg4ySGPQqDXVeIdXi0vw/Nd3Kt8uxf9W2SSQfunGe5xkdMZBNcJrvhu/vNLhu/EupyB4/MtoU2BV8wZw/QDYdjMeNxUKBuOM8FWlJy393qdJxF5qNu1sXsIzIcGVvOkLFzlUJbJzuOV4HZcjgZrnn1Z1dxPAj4TCgFlCkE4JGeev/1xXptv8P8Ay9GmvJp3jtobM3COykfPwdpH0DDOPQ+1ea+Ip83ZtzbGKaEtGzGPaXOcHI7YIYc812UYp2VtGZtCDXbo2D2RMS253Hy1t4ycsFyckE8lE5znAwMCqupzRS3sFzaQpAJLdA8ERYhHA2sMtycld/U4DKM8cVUb5CoBYnBwRzwPX05NadvYySFHYj5gSDnOAPp9D0PFdlOnroIgtYDuAOcEZz2xitNij24jaWNWzlRJIoJPsPTnjHp+NSeU7RBUQEsx425+XgDn04/ICoWsyzbgEGc7icjt7dhXXFRjojRQdrjd9ws3ybnBBCujAevU9+mP8atSyZtvmiaaNiGDPhivQ5Ulcc/Nxj6GniOUyo+NiY2qgOQOT29M/wCe9IwlRyqEtngkZwef17daHItQuQJdw2zEm2UB8hVRyoQ9yMfKfxqaFYnQSQl0YLgKOMjPcfh16dOmaglhafc0kZ2jg55H6/T9ajik8hFjbfLGQxZAuD7YJ6+/TjPXOal8s1ZkSpsr3kd4krbQjAcF14I59M/41ScRW8qbWdjz8oO0D8cewrUlLrIG8zaM5VgeWz6j9cdqx7hFstxiVJVfG0s2dpB5z+P8vauaVPldjFqxLZXzF5IyBgp5WWG4sCdx69yVHPHGR0NJc42EiCPc5Vt+TkDB49OcgnIzlRyOc5TTSGYzKdjE5G3tVv7dNNbeTkCMENjvnBHU+ueQOuB6UOGtwsa+jeKNQ0FXhtpUWJnMojkjWRFkIA3gMCN20Fc+hNFYTgMSQCMHGCMUUcsR3Z9IeJItW1xtT06Od7a2WIKkshKIshljdCSFzkAEDj29zoeKY5dZsreK2ifYJPLmV1K+VlQTvBBXaAQ2SDgqNuSQVv22vtZW9smsJ9muZpQjI8i4yWxlGz8wyyjHUD1wa0NLhsI4LpdNMTI07O4Q5XewDHn8Qfx/CuJQU6bUZXv/AMPY22MLTbCx0Lw3qNtdWdtDCVE12ZSTDNMygOcc8EqOB6jgd/Cdfkk1XUpJ5HZ3Z3IZo1UnLFyTt75c/mBnGAPpGeDT9ft59Pu4t+1laSIFl7kA54z90jj0Nec+N/h+sGjz3NvcTSFLgy29vHEoWFMAuCTyRiNTn1BPVjVxi4qMk7q2/wAxPXQ8eFnuvYIlQkyH727GOMjsc+9by2rtKsUf3pFXHHKgcjn0P9OPerpwRb6GFbjlS6qM8j5ScfTrW3p8SRXic5yoRc8HH/6v88V30H7jYU43lqaFnpqQxgYyR3p0tgHGCnJ9a0gqqce3NBcEjHrUTZ6kEtjHNqI42GzBJx+H+c/kK0NH0i3uoy8nzKHyFPY/5z+npVjbFKArZGe+a19MjhtIcIAAT/dxWMpuxooRvexmjQ44F2qmFYZyM/eHXPYdsfQ+lYd1ovlyFfKXCk7SOfwOf5+359/IY3XdtDEc8D2xWZe7ZDkr0WsXUa2NFBPc4G/0XNlKwTc6gthW2njocY68EY9D9Kx7a2WZdsSln2s7ehXjnGOnvzwa9AZgkjDtiuBvLZgJVQqoEjx8dduQ3Ptkr/3zWsZupFp9DzsbRjG0kc/cWbmR/LDeVklRyRzjpUl5pV3pF5LbXcBjlibaQ3c57H04rXWf7HIkaJvc/vAzBWyBnGVOR2PHPbt109Rk1XUtOn0+e2gbZdCSW5MIEwcIVCFgeVCq2B7egoVR312PPON27uuSaKuyWlxakpIoCSAH5u2O1Fac6A+gJtMkW5+w6plLSaQCMuX8jIHyoybgCAACMHsc5wdrbcHwrqep3F5PfC3mnRUlB8wHevLFm67do4wSMHIO4Z63V7e6u9KSBrSC5eUqs0bOVUA/eIPX6enXnGK4yPwhI9s7ah9oIYbHh3ArCowA4YsBwqKp6euDgVwVoKjLlSfqarUw4dbu7m/S8uUjEdvLB59zbPHtlkDA/M6ggKX8sH5gOrYzwItS8WvrB1OS8vrm3ga2TbBZKNrw+ayMpZh8z/P2wp2kHaeRR17SljtzPHbvbMttGsQlcyfIzMAM4AHG4jA+6D3G08rqIW1Ky3ChZ2VXaAcrg9Mbs9OM5zzkVFJqStcbZS0BIzeBpnxN5JKovQjgFuvuP++vauhtmMmoKY2AOOwOCM4z+lYWnxNHbyTW8yi8ZMSRsmCARyBnJ46Vo+H5Tbl/OYFWVfLcHKkEZwCfx/KvZg/dsaQg09TqvMzxTk2g5JxWLeaobS2JhUPIxwo5/OsprrxDcoWigAXrjZ/n/IpOFzpVSx3EAhhA2hQCSenqcmtu0jjkjXAU+nAryX+19ZtX23SEDP8AEpBFdPpOrzTJvU44wa56kbHTTmpHoTwxFfugE+lZV5B83ynjrXJXHjK4tZniQbpRwo61Jb+I9YJBbSpWjA+95Z//AFY5rB02zXnSLV5G0as5HXjrXn95ctHcXhQIzbwcHPI6fzIrsJddN8JIp4PKkX7uT9717VQ8N2VjeeLprfUgRZSRxrIR8uSzqACx4HTP0U1rRjZtM5MZacNDBtGnguhKB5V7DjDbAShyCCMgjg4rrPA2mJq/ii2trxJpLaWGckonUhcEl/Yt15OSo6GvSvF/heL+yL+70i0SLU5CgjeNRnLPGpxx8uAgIIIwRnNVPhxaX+mQjTtU05Int4pGgumfEjpI4ZlZevDfxHHGBjgk7OlCMkpM8pRdzm5fhzcXd8tnBbn7OB808pCcjdkHAJ67ceo2np0K72x04WuvNcWokihBbzAsu4TkjneCfvA4OTz2xRXPRhFpvzLcLM6uqFxvdoXETsDwVJAAB4OR34JOPapJZpYTJI4TyVxk5wR0yeeMDk0XNyILcPgsWICLkBmPoAcc4yce1dmIjGcHd2tqJGPc6BY3d2NSv4yzxBxtb5l2c8Y59jx3H1z4j4q0KDTdcuUgmSeKB97LkrtwMkHOcEsGAHcDPQgn2+S+FpYme9aNlDBVkklXDSbiMLjjggYJx05xgmuL8XXuinTJhZ+Ws9wTFI8qsw2B2JdcdSXGc8g4I614vPGMkoq333NLXPJ7P9/KtydqBgS+DwD0J/P+YrS0e1il+2cfI0mVC8AfT9KoWcUv9oR2z2zh5413bWJzuUFSBjpzkeoIPNdBYQmGMrs8ttwRkHZgBz+Iwfxr1aUzphLnivI52PTrmzvLj7S819sSPywwO1t27OV5HG3v6g1Sns785kitbWIM3MSRJwOvOR9K6+/zA8U6sRGu5X5wq7sfO30KgZ7BiTwKpywtKqsQihlDK2OoPQ5Haui+gchz1tbXSoEkhtsyZ37UVSvOOCvP5VcsINXa8e2sLto40jV2Uxq20nIxluvQnrVyQQ2MZlmlRT0Gep+g7n6VqeGrV0WS5kAE1w25hnoAMKM+w/XNQ9TSENbXMa0gv0Bllk864M7RPiQoIypwchSMjvz27euu+tatHJ5A0i1nVWfeTbLsKgDbscDkk56jjj3wrzR2mtXC3HlpbXOGLOeBIAF5PYEBQO2R6kV0NppgABAKAcFd2cfga5qkrdDohTv1MBgmshJkhktZozhgB5e3t0+6f1/pVbwOLm48T28FzIm0XkMsk+MFvKJcdOAMH9eeldDrEUcUStAqC8P7uLjBkOPu8DOAOc44AyeM1l+F7XVbHVFsNNiIS5McEkoj8x4lyg3ryOF2nPtk9gahTkoPl36GWJSjZs9uvhLe2kFxZybTIoGeduCQckcE9MY4PPbqMXRJp5vEF1NNh5DdvAJN+T5aq2FAxgDKjIHUjOO5uWdrIfDV1bwpIgjkdrcB8s2CH6j1bPTt0xS6JpccDwXc7YuZGLKGVVb7pG31IAz/AD5rOrGbrwklvZs89P3WWrSUSazNxLnc4VipK4GARnGAMjp659aKlimEE9wJWUKJCSXbgDtgdB1X065+pVUpxjdX6sGQytqWmWUKo7alIo/eCRdpbA6hlHHrggk561osxu4RJAfmyDtkUrj2IIyDg/yrKl8OwSafBBdX1yVhG6RjJgOAMYIOQFx2HHfqARpxXtvPAv2e4ibeSqNncCQM49+Ofcc132vdT2MjO8R2Vo+nPd3UkgSBSzBCAWX0HvkAj3ArhJbGPVYr67s3FvKmZEhT5F3Etu3YJ5KuQOQcg/dzx391aPezBLuJmQFRlF+UAjnvnk8ZxwB2qpqcdtZ2k9zY24aVWjnZYhtDAEEknpggHn615GNpTu5U1b9fM0izyiznj0PxJHBqVi0AugZnluCfNUjeyYfjAbARm2g5z93Gah2LGGlDq5Ybiw6E9ciu/wDEFtpV7bC71G2i853+dGfy2UBCQpOCf4gT07H+EA+dlY5lv9RXcizXcsKRMmzYiYYcD/roV/4DSy2p7VtpbbvobU5KLt3GTXpEPUDPcVy+oLamZpjEpmbq2Bk/jWpeviPAb5q5/f5d2WnyQDgccD3r1zobJrGC1tpvPukxGRkhF7/h1rrNN1OzjhXypMgMcCsH/Rp48rKhyOgYcVTFpcrKfs4JJ9B1phGduhv6hLbX07x+bsn+9GM81Z0GYWmbUTSW7r/CgUA989OapadpZiYSPlpicliKTVASyz2+TLCMnHOR6fzrmn2OmnPq0dOyxJKbjIMhGC21VLfUgAn8fWu58K32lR+HVmYJHdRiaKSTZhs7t5XPBPBQ8eoAOa8yhuGeBSx2nGTmu3urnVrHwdaQQRLa2T26F7j+Lcybmx1J+Y4GB+IqIp30McdNcqR0/hkG2luLOOcTbgshk7Ej5GIHf7oHBIGB0JNWo5/L8TPDLcsrzNuih2FhtCEH5iMAHAOBjlepya848P8AiiLS7aJopUM+xRJu3PJM5Iyqj7oAGWycHO3sa1Lq9vbXxDZ2gcPc34Et3I4WQQxuVQ4bqFBLDB46cZ5LlD4Yvo7nmqSZ2eqaVZalHcadJK6m4cMQMnH8XHoDsJ+ooqWS7sptegto5XF55fm4G754sMAcj5SM+v8AOiueVOPM9OpVzn/tXg6KKxuZr55RvEURumYEA8bWD42qM5wce3pWhp3iCxvb46bMDY3DRxtAocCORcBhsyAN3OMYPA74OPA7GyubS21RpbWSDy4laNni2kMJYxnkddrN+dULi6uInjuEmPmoeGIGV+hxXq8quZ2PqQ6gbe4SC78uNX4ScPhGbONvPRvRcnv6VTudc0KwtirajaQosIu1VZVUyRk5DLyMgnjjg5x3r5mh8Q3kNy1wZfPkbOWuB5gORg8NkZ98Uj64wimae2SaWUfJI52+XxjKhMA/jmm6TmK9j0n4meLLaNhBZzRyyzRB1KMweENsIY8cZC8L1w27jK5qabZPP8LdMmRd0tt5j/KSf3bSNu/H7ufQA15HLM0jEsck17B8LNWhu/C8mkyKm+zdwFIyHjc7jnPX5mYH2I9a2wWCp0YOmuvUidRpqRyFw2T1qKCPfKWYZHANdF4q8OPpsr3FsrNaMeQOTFnsfb0P+ThafIpUqevesKlNwlys76dRTV0NlsbXnC+W3X5eKZDYPn5LtlPb6VpNpwnUYkXn1NVzo80T4Qhh6q3+NQboj/s6WVCkt5PjPJRtv5HrW1BDbQKuxMY6+rH1Y9TVOCF/RlA7miW4AOxW4HesJJyZqmlqOuZSqyEMA5BwcdDW74klnuPCthdfaVktxCq29sZBJIBwDG7KoA2gNjvwd3I44pdWT+0XSRxA9uxwJkyGYEcbcEHPPB4wOa6I6xH/AMI5b6faSWwOCZflPyYJPGOORsGSc/L0wARUYShJXR5uIqqo9CzaRDw7Zf2hdTiS9WHzYLc7gVI5USgYwT1x82R1Arpbbw4B4ogtHl+1apK32q8ZVwIGJDEg8ggMemBnPUVx9rbahILTU7S9jMzBnRnypX5mTqB1BU8/Q13uh63oXhDQUNwXku3ckvsXc3GcAbiVCgheeCemRRWozUkzCDOz1CxRfEOjXa2ocxebD5gbaY8oSDj+IYDDHbdmis1NU1bxDp2kz6YLWOG7j3TzEbzE+3cAARx3HIPX6ElElJv3UWeDWNreWdrq0r200RMKlH8thz50XQ49M/hms2a7OczS5x0Enz/kDkVmteMTgIqemBzVdnZuSSa9GNNLchyLFxfM7MQqqD/cUL/KqLyFjnP60McjrmmA8ZrQkTPrXX/D/UJrPV5EjLbim8L2IHDD6kEf981yP41Z029bTdTtrxMgxOCdqgkjowGeOQSKuEuWSYpK6sfQNy0WpaecjcjrsdTXmeraNNpF4zRb3tyMhzyR7N/j/wDqr0C0lVIY54GDxSIGVl5V1IyD+uRTri3juoyYwGHdD1FbV6SqIzo1XTZ5kt9KnAY+uKcNSnJzk/nXSX2hWcjEeUYjzwOP0/wrCutHngz5KiQf3Q+CT9On615s6LjuejCumH29vIMY7981o+FLCXVdaURJ5nknPBH3+w5/PPGMD8MS3sZJGb7RcQ2gBG4SMC+3dgsqZ3N0bAHU47HNe3+CINFs9Hi/sxxMiLhpW+8WwCd3Ax1Bxgdc45zTpU7O7FVq3VkfPXiy2ltfGGswOpBW9mK5HVS5Kn8sVmw3LA43EHpxxXr3xk8JbUj8UWybSxWO7QKeM/dc+n9059vWvHHTncOK3OU67R/FJs7eG1niBhiBVWj4IBZnOR0PLe3Hqa6y01Hw3c3Y1C/aC9hEKxLAswErEuxOEzv6d8d8ZA5rylCeh6U+G4ltbhZEPzIc4PRh6H2NKUeZWFbU+pLbWYfDvgfRJrmNoybSBPLWLJX92OMEjGOnJorivBGiW3iCK1165itp7WZ8ParDK6xYRwyjIxneUOeR1xgYFFcrTv1NTwonk0hOaQmkODXYZCN0pB0x396Ccmg+3U0AJSHAoFGM/QUAesfDDWPtekyaZN/rLVsxEjhkYk4znkg7uwwNtd4bOGZiU/dyjt0/EV4N4W1caL4htbuUgW5PlznOP3Z6nOCeDhuOu3HevoaK3DxhkbIFddN80TnmrMzJIc/u7mEOPUim3FnpdnYXF+8QK28LzOF5JCqSQPyrYCfwyDcuOuMkVWutKF5G9r5Zktp42RyCcMrAgjI9RUzstxxZ5zqVlb25gsIgWkgVXuJCVZ5JXHmbiV+9gkjkd27dbXhb7TB4t023haZYp2eOXbwHQI5wc9gRuHue3IOJpc0s0izyvvaTErkHaDkgkZ9ASQAcZA+orpfDsVvbeI4NQeQCGOQwKQoyF2FQWO4nadwOT02du/O1yq5004upJpHqWvWCa7od/pjBM3UDIjSDIViPlP4HB/CvlDYVLRycHOCDX10IysYY8lecivnj4heHm0zUXuVHyvhzgcHPXtgYbPA7EUWEcRna1JKRuyOlBbcoJo6ipA9l+AetYuNV0JyxRlF7EAg2qRhHJbrk5jwP9k/iVw/wu1CbSvHVre4mNpGkguhEo+ZSjBQckfxbTj/Zz2oqHFlXRxucn2pM96TnrSe1aECsARzxTVYq21vwNLntQVDDB5FFgF707tTRRTEOzXvPw217+1/DkUbupurTEEqk/MwA+RsZJ5HGT1ZWrwWux+G2tf2V4qigdysF8Ps7DccByRsOB1OflGem8mtaUrOxE1dH0IkaFcYp0cbQ/wCqwFJJIIyM/wBOf885pkDZUVcTBrWRlE8p8SaHFoGr289tDF5O0MFZcgEZBJHcYI46ZHpXSQyLqNhb+XYxWuoxMJbVjHtgkZTlFxkleg56Eg85bFO8fWsskVlJHCZUUSiVVTJwVAGO3U857Z6Vk6RClzpgl2ISyK53OCQylVYdBt4ypJ7gcVjOzOim5wfMj0+IIse1MbB93HTHt7VyfjDw1HrmkBsL50IwSy5yB6+1bXhG7GpeGbRxKsk0C/ZpiJN53x/KST1ywAbnsw+tbAgKs4xwTWakhnyFqmnPpmozWkisu1jgN1xnv79vwqrtFe2/FjwYZ9MfWLWL97a4MoA5aLpn/gPf2FeKAHpQwNHw9MbXVmVpSiyxkBexYYI/TdRVAEowYfeXof0opCsUeOlJnkelFFAwBGfrS0UUxAT1OaU0UUwFHTFOVmikUhijAggqcEH2I6UUUIR9NeENVOveGLDUiu1po/n+XaC6kq2Bk4G5Tj2xXSwjpmiiuiT0MV8Rma/FuubOVtnkxJK0hZcn+EDH8/wx3rKg0iLcs8KNbyoJEdoggEnzH7wAG7kcdMetFFcM21LQ9yjCLoK5W8G6w0Hiq5052dmuVEk8ZwohkC4OAAQc4HQ9Dzk9PTdozmiiiW55z3ZR1azjvdKu7eQHZLC8b4OCQVIP86+Rr+xl0u/nsbkBZ4JDGwBzyDzyKKKuGwmV8HOKKKKok//Z) | ![ORCID](../images/orcidFav.png) PROFESÖRANKARA HACI BAYRAM VELİ ÜNİVERSİTESİ/İKTİSADİ VE İDARİ BİLİMLER FAKÜLTESİ/EKONOMETRİ BÖLÜMÜ/EKONOMETRİ ANABİLİM DALI/ Sosyal-Beşeri ve İdari Bilimler Temel Alanı Ekonometri Ekonometri Teorisi ; Uygulamalı Makro Ekonometri ; Zaman Serisi Analizi | atilla.gokce[at]hbv.edu.tr | 26E954FE82B19F3B |
43754 | ![FURKAN EMİRMAHMUTOĞLU](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRANKARA HACI BAYRAM VELİ ÜNİVERSİTESİ/İKTİSADİ VE İDARİ BİLİMLER FAKÜLTESİ/EKONOMETRİ BÖLÜMÜ/EKONOMETRİ ANABİLİM DALI/ Sosyal-Beşeri ve İdari Bilimler Temel Alanı Ekonometri Panel Veri Ekonometrisi ; Zaman Serisi Analizi | f.emirmahmutoglu[at]hbv.edu.tr | DCBE6F77CE0AFA37 |
130604 | ![FATMA ZEREN](../authorimages/photo_w.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRİNÖNÜ ÜNİVERSİTESİ/İKTİSADİ VE İDARİ BİLİMLER FAKÜLTESİ/EKONOMETRİ BÖLÜMÜ/YÖNEYLEM ANABİLİM DALI/ Sosyal-Beşeri ve İdari Bilimler Temel Alanı Ekonometri Panel Veri Ekonometrisi ; Ekonometri Teorisi ; Zaman Serisi Analizi | fatma.zeren[at]inonu.edu.tr | E9CE1EF24DECE9B6 |
124736 | ![HİLAL YILDIZ](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRSAKARYA ÜNİVERSİTESİ/SİYASAL BİLGİLER FAKÜLTESİ/EKONOMETRİ BÖLÜMÜ/İSTATİSTİK ANABİLİM DALI/ Sosyal-Beşeri ve İdari Bilimler Temel Alanı Ekonometri Zaman Serisi Analizi ; Uygulamalı Makro Ekonometri | hilalyildiz[at]sakarya.edu.tr | FB3880C301F1C662 |
25499 | ![VELİ YILANCI](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRÇANAKKALE ONSEKİZ MART ÜNİVERSİTESİ/SİYASAL BİLGİLER FAKÜLTESİ/İKTİSAT BÖLÜMÜ/İKTİSAT POLİTİKASI ANABİLİM DALI/ Sosyal-Beşeri ve İdari Bilimler Temel Alanı Ekonometri Zaman Serisi Analizi ; Uygulamalı Makro Ekonometri ; Panel Veri Ekonometrisi | | C877ECEADE1DD063 |
147916 | ![MEHMET KENAN TERZİOĞLU](data:image/jpg;base64,/9j/4AAQSkZJRgABAgAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDAxNDQ0Hyc5PTgyPC4zNDL/2wBDAQkJCQwLDBgNDRgyIRwhMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjL/wAARCACnAIcDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD5/ooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKK9D8DeBtL8TaHNe3s95HIly0QELqAQFU91PPzGhuwHnlFe0f8Ki0D/n71P8A7+x//EUf8Kk0D/n71P8A7+R//EVPMh2PF6K9n/4VHoH/AD96n/39j/8AiKQ/CTQB1u9SH/bWP/4ijmQWPGaK9lHwn8PHpe6if+2sf/xFO/4VJoP/AD96l/38j/8AiKOZBY8Yor2b/hUug/8AP3qX/fyP/wCIpp+Eugj/AJe9S/7+J/8AEUcyCx43RXsLfCjQx0u9R/7+J/8AEVx3jfwtZeGhYizluJPtHmbvOZTjbtxjAH94000wscfRRRTEFFFFABRRRQAV7X8IRnwldf8AX8//AKLjrxSvbfg8M+Ebr/r/AH/9Fx0pbAjvNtJtqXFG2s7FGZq17/Z9i8qjL/wivOL/AMUX8rsonb6LwK9A8R2n2u2jtxkO54IrNs/BlmqZlYsxrOU1F6nRToymtDgbbXdRt5xIbiT869D8M60+rWzeavzr39aLrwXYzx4XKnHpWVBpk/hybzPOJh3Y/wD10lViypUJRWp2eKQipRhlDDkEZBpCK1OUhZM15b8X12jRv+2//tOvViK8s+MfTRf+2/8A7Tpx3Ezy2iiitBBRRRQAUUUUAFe3/B0Z8IXX/X+//ouOvEK9z+DK58H3f/X+/wD6LjpMDv8AbRtqYJS7KkZSuLfzQHJG1ByT2rLh1aza4Nv5uHHQVuPGi208bZwxFYD6NaW7GdV/eNxurjq6vU9OgmloXbm6t7VQ004UHpmsjU2TUrYpbkScg9Kuz2EN+winG5dtW7DS4LUiOIn2yc4qIpG072aLKriKMdwoBpCtLbxEKWPc1IVrsjqrnlVY8smkyAivKfjKMf2L/wBt/wD2nXrRWvJ/jMMf2J/23/8AadWlqZnlVFFFWIKKKKACiiigAr3b4Krnwdd/9hB//RcdeE1758EF3eDLz/sIP/6LjpMD0MJTwlWFi9qkEB9KQGTfIRbsRXL6tq8FuqxAlpv7qjNd3Pa+ZCyEdRXn05tFvJfNWPzEbB3GuavGzuehhKmnKH9txwagqXQaMFRg44ret5RJcRshyp5rDdbG4jLyLCVHfNS6Tqcc14fJwYYhgHsTWUVeSOirK0WdQU9Bio2WrYUSQpKvKuMionSu61jyL31KpWvJfjR10T/tv/7Tr15lryP41jH9h/8Abx/7ToW4Hk1FFFUIKKKKACiiigAr6E+BMe7wTen/AKiL/wDouOvnuvor4CYHgS+Y9BqUn/oqKgD04RgDmkaaGIEtIoA96xrq/d5WAYhQcDFZN3cFkILY9KANi/1lPsNw8IOFU4NeU+ItOm1GcT2r4kYcjOM127SSPpMgkXa20g/SuOuLv7KsMI+aV32qCe3rVKKadyXJxehgQeG9ZZgsrBIc/N845rqreP8As6yVEwiqO3c1LqTJpyQ+WzSyMR8pPQetBT7csaqfldgDUwpK/Myp1nbliddZXjxWEabj8sf69au2V1Df2okDbJP4l96xJzNDb5gQMwHQmotN3xKzCXczHcSPei4kdHLbsBkYb6HNeOfG4EHQ8/8ATx/7Tr1JLqVSCGry/wCN8vnLoJIAI+0Z/wDIdLQZ5FRRRTAKKKKACiiigAr3z4M3HkfDu+UH5n1OQf8AkKKvA69s+ELn/hDrpO329z/5DjoA78knn1qnM2L+JexBq0XwQtV7kDek3dTj86QC3X/HnP8A7hrjBaCXVoSeWJ7120wzBIP9k1ztvGDqkTDtWkHozKe6H63HEtzZj+L5s/lUejxPJrDkH90i5x71LrKh9Ti/2Rmp/DaDyLibH3pCB+GRT2gStZmxIwSNmPYd6p2ERjRnbP7w7sHtmpbz960UA/jbJ9gOasuPlrI2HqvI9ua8r+NBz/Yn/bf/ANp16kj9a8s+M2T/AGJn/pv/AO06APKaKKKYwooooAKKKKACva/hCf8Aik7r/r+f/wBFx14pXtXwh/5FO6/6/n/9Fx0AdzKwWdPcU28Ba2OOxB/Wo79xGiSnja3NSB98JGeqmpAeT5luWU/eXIrmtOkMmsxx56At+GcV0Nmwks8D+HK/lXM6CRJr0m3/AJZoQf8AvqtIv3WZz3Rb1ptuqDpgJn+da+jQG30yNT1Yl/zOa5zxLJ/xN1jB5cRj9a6tWW3slLfdRB/KnL4UKG7GwjzLyV+yfJ/WrR6Gq9mCluu4fM3JqV2+U1maEERfzpd3TPygfSvMvjN00T/tv/7Tr0m1lV8yKcgnGa82+MuT/YhP/Tf/ANp0AeVUUUUxhRRRQAUUUUAFe1fCD/kU7v8A6/n/APQI68Vrt/CHj/8A4RTSZbH+zPtXmTmbf9o2YyqjGNp/u/rQB7Lqab7CUf7NZ2k3T3OnwyP12nNcLP8AGATwvGdBxuGM/a//ALCqVh8UBY26wjRt4Xv9qx/7JSYI9X0/IeVD7EfjXM+EAW13VGPaQj+VczF8XvKn8waHkYxj7X/9hWfpPxJXSry7uBpHmG4fft+07dvt9zmhCaO01pvtHjW3gA+6FY/nXWXx3LHbj+M8/wC7Xjn/AAsbPiI6s2lZ+XAi+0dOvfb7+lav/C383JmbQs8YVftfT/xyqb2ElY9XHAA9BTZPmQjOMivLv+Fyj/oAf+Tn/wBhTJfjCZInQaFtLDAP2zp/45UjPQNF5tBk52swH5muA+Mhz/Yv/bf/ANp1Wsviv9itli/sXeQSd32rGef9ysHxj4xHixbIDT/sn2XzP+W3mbt23/ZGMbf1pjOTooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAP/2Q==) | ![ORCID](../images/orcidFav.png) PROFESÖRTRAKYA ÜNİVERSİTESİ/İKTİSADİ VE İDARİ BİLİMLER FAKÜLTESİ/EKONOMETRİ BÖLÜMÜ/YÖNEYLEM ANABİLİM DALI/ Sosyal-Beşeri ve İdari Bilimler Temel Alanı Ekonometri Zaman Serisi Analizi ; Ekonometri Teorisi ; Panel Veri Ekonometrisi | | E64EA34602FADDE8 |
48373 | ![BÜLENT GÜLOĞLU](../authorimages/photo_m.jpg) | PROFESÖRİSTANBUL TEKNİK ÜNİVERSİTESİ/İŞLETME FAKÜLTESİ/EKONOMİ BÖLÜMÜ/EKONOMİ ANABİLİM DALI/ Sosyal-Beşeri ve İdari Bilimler Temel Alanı Ekonometri Uygulamalı Makro Ekonometri ; Panel Veri Ekonometrisi ; Zaman Serisi Analizi | guloglub[at]itu.edu.tr | DFD7D3772B6F9076 |
152411 | ![KEMAL BURÇ ÜLENGİN](../authorimages/photo_m.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRİSTANBUL TEKNİK ÜNİVERSİTESİ/İŞLETME FAKÜLTESİ/İŞLETME MÜHENDİSLİĞİ BÖLÜMÜ/İŞLETME MÜHENDİSLİĞİ ANABİLİM DALI/ Sosyal-Beşeri ve İdari Bilimler Temel Alanı Ekonometri Uygulamalı Makro Ekonometri ; Zaman Serisi Analizi ; Ekonometri Teorisi | | C285B73516EC79F2 |
124280 | ![SELÇUK KOÇ](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRKOCAELİ ÜNİVERSİTESİ/SİYASAL BİLGİLER FAKÜLTESİ/İKTİSAT BÖLÜMÜ/İKTİSAT TEORİSİ ANABİLİM DALI/ Sosyal-Beşeri ve İdari Bilimler Temel Alanı Ekonometri Zaman Serisi Analizi ; Uygulamalı Makro Ekonometri ; Panel Veri Ekonometrisi | selcukkoc[at]kocaeli.edu.tr | F6BBD8652A1B9A2F |
8645 | ![MUSTAFA SEVÜKTEKİN](../authorimages/photo_m.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRBURSA ULUDAĞ ÜNİVERSİTESİ/İKTİSADİ VE İDARİ BİLİMLER FAKÜLTESİ/EKONOMETRİ BÖLÜMÜ/YÖNEYLEM ANABİLİM DALI/ Sosyal-Beşeri ve İdari Bilimler Temel Alanı Ekonometri Ekonometri Teorisi ; Zaman Serisi Analizi ; Uygulamalı Mikro Ekonometri | sevuktekin[at]uludag.edu.tr | D0FAA2C69937CC12 |
157376 | ![KADİR YASİN ERYİĞİT](../authorimages/photo_m.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRBURSA ULUDAĞ ÜNİVERSİTESİ/İKTİSADİ VE İDARİ BİLİMLER FAKÜLTESİ/EKONOMETRİ BÖLÜMÜ/YÖNEYLEM ANABİLİM DALI/ Sosyal-Beşeri ve İdari Bilimler Temel Alanı Ekonometri Ekonometri Teorisi ; Zaman Serisi Analizi ; Uygulamalı Mikro Ekonometri | | 795A72FF4A315209 |
118891 | ![ABDURRAHMAN NAZİF ÇATIK](../authorimages/photo_m.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖREGE ÜNİVERSİTESİ/İKTİSADİ VE İDARİ BİLİMLER FAKÜLTESİ/İKTİSAT BÖLÜMÜ/İKTİSAT TEORİSİ ANABİLİM DALI/ Sosyal-Beşeri ve İdari Bilimler Temel Alanı Ekonometri Uygulamalı Makro Ekonometri ; Zaman Serisi Analizi ; Panel Veri Ekonometrisi | a.nazif.catik[at]ege.edu.tr | D65589B2C67E8D89 |