36234 | ![AYHAN AYTAÇ](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRTRAKYA ÜNİVERSİTESİ/İKTİSADİ VE İDARİ BİLİMLER FAKÜLTESİ/İKTİSAT BÖLÜMÜ/İKTİSADİ GELİŞME VE ULUSLARARASI İKTİSAT ANABİLİM DALI/ Sosyal-Beşeri ve İdari Bilimler Temel Alanı Uluslararası İktisat Uluslararası Ticaret ; Stratejik Dış Ticaret Politikaları ; Bölgesel Gelişme ve Küreselleşme | aaytac[at]trakya.edu.tr | 0CE307C729C75611 |
169734 | ![ITIR İMER](../authorimages/photo_w.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRHACETTEPE ÜNİVERSİTESİ/İKTİSADİ VE İDARİ BİLİMLER FAKÜLTESİ/ULUSLARARASI İLİŞKİLER BÖLÜMÜ/ULUSLARARASI SİYASET ANABİLİM DALI/ Sosyal-Beşeri ve İdari Bilimler Temel Alanı Uluslararası İktisat Uluslararası Ticaret ; Stratejik Dış Ticaret Politikaları ; Uluslararası Politik İktisat | | 070A482755A17793 |
130605 | ![ALİ KOÇYİĞİT](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 Uluslararası İktisat Uluslararası İktisat Teorileri ; Uluslararası Politik İktisat ; Stratejik Dış Ticaret Politikaları | | CF26BFD28E2A7B49 |
123120 | ![LEVENT GÖKDEMİR](../authorimages/photo_m.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRİNÖNÜ ÜNİVERSİTESİ/İKTİSADİ VE İDARİ BİLİMLER FAKÜLTESİ/İKTİSAT BÖLÜMÜ/İKTİSADİ GELİŞME-ULUSLARARASI İKTİSAT ANABİLİM DALI/ Sosyal-Beşeri ve İdari Bilimler Temel Alanı Uluslararası İktisat Bölgesel Gelişme ve Küreselleşme ; Uluslararası Ticaret ; Stratejik Dış Ticaret Politikaları | levent.gokdemir[at]inonu.edu.tr | 948CD1431900DA85 |
51426 | ![İLKAY NOYAN YALMAN](data:image/jpg;base64,/9j/4AAQSkZJRgABAgAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDAxNDQ0Hyc5PTgyPC4zNDL/2wBDAQkJCQwLDBgNDRgyIRwhMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjL/wAARCACnAIcDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwDaCZPemlT6CpwPrTGFeZc6yrJGCfemlMVPjnvSEdetFwIdpxj+lDrmPripSQq5PAHf0rkfEXiRo4JIbI4I4aX0+lNJtjsbck9vE4R7gb/7o5P5Cka6ty4YSgk44rzezeeS9VmYtITuJbnaPUiupu2gtY0mku/OU9Q3J/AdK35ETc6Zb+2bAEo/EH/DFSw3dsW4cg46MpH8xXmOpeKblBIkMojycBV6Ae+OprMTxJfHI89/Xg4p+xuLnie2IVY4GCfapNvPAry3QvG80MyR3b7424yMAivTbOdbiBZAy4boQetZTg4laNXRMEJ5xQEBBPepRgECl9ayuA0RjHIpfLXOe9OB5pxYAZouALgcAkmimIdzccUUhjckVVad8kYFXccEd6pmF8k7apCBclQT1pWGM5pVU7RmsjxPqh0rSXZDiaU+XH7E9/wHNFruyAhvdQjug8MTZjVthP8AePf8BXJ6nFEu9lVnRTtHfe+RxRZXskVkFj5dz5UYxn5j1Y/Sobu8iSfylc7LdTj3YjGfzJ/KupQtoTzlRoDaQyStgzE5Yj1Pb86i1CZo4liU7pEGP+BH/AU6W+V3tyVBAYtgnqADj9SPzrOty19qrLydznA96tR7kOXRDbTw3e6hIGVGctzwK7vRfhTezJvnRI+Ojda67wrpDrZxgIgcjqfWuthguIpArNlv7wNY1K72RrCkup88+JvC0mhXrMpxGTlCen0NafhnxHLHJDFLMV2sFKlsggkDNemePPDrahpFwrrmQKXQj1r543PBdAEkOjYP4VdKXtY2e5NT93K62Z9HQP5sSOO44NSIU3gSZ298Vh+Eb4ahoEUhPzDhvr3rcKY6GuRqzsUNzg+1AG7rS47U1t3GKQAAQ5ooAwc55oo1AlKncCBxSspIOcVJsBFHTIxSAquhx8oFeY+OdRNxriWaN8lsnP8AvN/9avVpGWOJy2AAuSa8Jvrs3WpXV8eTJKWAPoTwK6KEbyuTJ2RYiufsqeYucxJtTP8AePP6DmsozGSKUk5LkKo/H/61MupiwEYbIUdfUmoFbaRz0rsUTFsmeb/SDj7qLtHuf84q54euI7e+eaSKaXaOBEuTnNZO/gnuTmrGnX0tq7+Tt3EZy5wKbWlhJ6nqeleNVEoRLa5i9d6YFdtbaxLcWhkGTt5z7V4bpur388/zoNvqFxXr/gW7F7pl/Z7MziJmX/vmuWrBJXsdVObegy68dQQt5DWN7c7gQfLjyP1NeL+MLZIdca4ht5oI5zvCTLgiup1PxBdwSNKsYwjhSrMFLfTIP51zviTW31qziaSEI0TjAHOPxqqVPkaaW5nUlzKx2vwvui1tcW5PHDAfpXoLcHpXk/wyuPL1d4snDoa9WZxuxmsay99jjshrE7unNMJxmnbwTj0poO4n+VZWKEL9BiijDZ5HFFOwFrzuB8p/KmfaFB5U/lQoBib58+9QEcn5s+9JIDN8Xakll4avZR8rvH5afVuP614jPKVVUz05PNelfEW6ZLSytl53yFz+A4/nXlUrFnJz1PNdmHjaNzKowLE85/8A100tkMeg7e9MZuAKQEsw9BwK6bmRLEjSMAK7PQND+1bUjiLN3OP1rmtNjBkFeh+H5TZqCo5OMms2zWEUy9deF10mxNxOUHbGc5/GtTwBe2lrq7meTyQ+QHzgYx0rN1/UZNRthap91TuP17Cs/SILg3hnldgcFUjDfIPw71jK7jqbJJSsjs9T8JRz6g81okc1tKxYggEA/wCFee+PPDK6XA8kcahCNx2jAzXrmmxXWk2lr9rkZxJGAxIAwx55964n4rzLDo5+bIl+VfqawpVJcyRpUhFxbPP/AADcCLxLbgnG87Rz6ivZiD3NeDeGZPJ8Qae+f+Wyf+hCvezyK1r/ABHPDYi24FOj4fNKRTcZ9qwKJWYUUwelFAydFAGOKglUK319KtDAXHrVW44kG09qlbgeafEWYnUrdM4VYTkfU152+Nxx+ddv8QXYa4cnIMQ/nXEMcDnrXoUfhRhPcjUbiTQeO/NOXjjtjmo1BN2yNjOSDitCDf0mLMikV3lggEIOK4bRJBHL5bdRxXdWbBYwKykzamUNS1SKxIUhmlc8KATUdhr89rOkmzDKwZQ0eR/nvV2a2iuCQ65Gak0+xht5gyRRy+0sYYD8+KiT902prU63TfGUev6a6sU81c529CR3x2PFcT8VrlpNP02It1lJ/ACuqWK1S2LrbxRSZ+8kYXI7jgV5p8QdVF7q8NsjZ+zrlsdie35fzrCjG9RWKrStBmT4ej8zXtOX1nX+Yr3+PlcGvEfA0HneK9OGM7XLfkDXuqrx0q8Q/eSMIbELJTSuBVk44zimMo9BXPcoqHPUDOKKthBt6UU7gJkmqtwPmBPNSo3JzUcxJ+7Qtxnl3xEtm+3JcfwbQp/WvP5Pv4zXrfj2zM2ktKBnYQT+eK8mcgM5P4Cu6i7xMKi1E4HH51HbqRcgHrU0YO0sQducZqdJ5ZmhhYgRxZ2gKAefU9TWrINa3hKSRyj8a6+xk3RD1xxWLpcAlQKw7Vtw2xh+lZzRrTZaRTnkYzV2KBQF5xg561XiBxgjNQ6nrNtpUSmQZd87V/rXO5SeiOhWSuyXxf4kt9K05PJQGbbtRPU+p9q8g8yS4naWVi0jtuZj3Jrotem/tNWuP3m5l3IrqQCg7r61gW6fMoI+9wK2pQ5F5nPVlzSO9+GVt5viUykfLFCTn0JIH+NeyAYrgfhxpRsoLq6kGBIwQH2AB/rXayalZQ5868t48dd0gFc1Z3kXFWRPsBPWkKVVsdX07UneOzuklK9ducH6Hv8AhVvjpmsndblDQMCigngkmipGUk6mkkXcOc49qinvba1U+dMi+2efyrB1LxhDbIfIj3H+8/8AhW0acpbEOSRoalYLqFk8DdCR1rxzXdE+wPcSeYoCzsgQ9SOx/lXR3fia9vJ1+1Xht7ds4VeN2O3Fc3fyLeSu4YYPQZrqp05R6mUpJmKn3WFW7eI/upR90sVP1qPyzECD1IPT+VXdFgeaK4U8qgDkH2OT+ma3SuZ7HV6OoUgEc4rpY0DLnGaqT+H7iwTzoQZ4BzvA5A96t2coC5zgVD00ZpEmWJOvSuO8a6dO8kN5BGZY412OoGcc5z9Oa7FnLH1FQ3TgR9eKzSs7mj7HnxvrjXL50CSzb3aUeYP9X14GDjAHHToBVSKWxE8afZp3O4DIkRMH/vkn9a9T0aKw0+0n1LVZjEZhiJVjLsUHf2yf5V55f2ccWvSmEbo2cSQtjHykkg4+mK0soxVjOUnKTbOgsbexNwEn0yS7gz943rgj14Jwa7rTvDegSQeZHpVvj0dNx/M5rzK2uLmCd3fy2XPOeGHrj1rei1CSV0Ftbzkj7zsAqn8Cc/pWcoOWzsO6XQ62TS7TQLu2vLGJLeAy4nQfdwRgt7cZ6dTt9K6DO5ATwe49DXCXGryXWkX2nzP87QsMMe+3IxV7wbq7P4btUkXc6ZU88nmsp0ZuPcqMlc6iVcRnJ9OKKrTavYpECwlXs24DGfaisPZzXQvmR5Xc6gShyc98VnYkuJRvOSe1VftGQCeTT2uHjiLjgnvXp2Oa4/WZLfyo7NMM6ZbPvXOSAZ/qKlE5k1NMnOcj8waChL9KpITJYLJp4XbJ9ea2/BNstxrE1rICQ8RGB3/zmq9gvylMdRWr4IIg8ZxKeA6uv6Z/pTjuJ7Houl2epqf3s7MqcGPJAFJqemi2kNzGmIXPzAfwH/CuntyH+bHzAc+4qeWyjuoXjeMSRuNrKRnIq5U01YUZtM88mlEZ+WpNLszq2sWtn1Er8j2Ayf0FbFx4M+wJLcTmRbWIghlY4IPr/nrWj4L06y/4Su0ME73LxW8spkf+EHagAGSB1zx1zXFfWx1NqxT1TSVvISkijavyqAMAAelcF4q00WGoWhUEeWg7dQCD+X+Br6B1DRLTyw6qVUNlueteUfGGyWC80u6iHybQpx7f/rrpk1KNkc6umclNZrNCsq5D88r1qtYXb29wY3JKg1tQqPsqEZwRWbqFttkEigZzUFiatbu1vNepKFXbhjk5XjGeKk8M3ZisdjPlg5x/s8DisrVpoktlMsbPtGNqtj7wIB+gIFN8OzrIklvuVWRg6uxxuJGCP0quhPU7S9cXlm0e7BbHP0NFZMt2qZAPIopWGcNC4dAxPGM0yS9NyxjQARIPzqmrlYnX0NLb/Jau/cmqJK0b7b9JOyuP510a20ZY5WuYAzn3rrIG3wxuerICaAQ5AIsbR0rQ8OWr/wDCU2cqc8vn/vhqp7lyABWz4Tkf/hJrFIyFd51RSfVjj+tC0YPU9YsAxKk8Gk8S+NLLwkqQWQjnvpl3ESciEe49fQf5PRXX2fT9PlnvbNUkVPlZOAW7fT3Ppmvm7xf4j/tbVZHhOYVJCHvIe7n6+nYYHalOfNsCVj0iz+J+pmTN39nuYG+/E0YGQeo4/wDr16J4aaxvtaa+sLdYUNioKhQCCzZwf++a+VIJ76F/OKSlB1ypxivafhV418i6i0y5fMMwxC3oc/d/mR7k+tYyhrctS0se2uAyEEcdK8u+LWnm50VXA4hWR8/Taf6V6kSCgYHIPI965jx3p/2vwjqG0ZkW3kx+KkGrjuJ7Himnvv0+I54xS3UXmR/hVDRpt2lx88g4rVU7k5PamBx2vhozDnoybf1rPYiG1maNvmWSM/hg10GvW0kkcQjh80gH5cZwPWshtLu4oJkmtmQfKWJHfkAfofyq1sQ9y1FdmSFWJycUVmxboowD2opFGKW+c/7Qq0F/0QD2z+tdW3gO3OD9vkGP9gf41KPCEAGPtbkYx9wf40cyHyM4MLkqO5OK6KA4iEefuitRPBMSSK/21mAOceWP8asxeFQkhc37Nnt5f/16XMhcrMbOO9WdOumttQgnUndE4cEccg5H8q1T4aXJ/wBMP/fv/wCvQvhvY6st2Mj/AGP/AK9HMh8rO7+LPih00pLCCZir4TdnnLKGb64VlH/AzXjugr9q1RYkijlnlfyYhIcKCR1J/WuivfDl1e5MuptIf4d4LY/X6flWcngi4jYsuoxg9R8h4P51KsDizS8RabL4XvoltdREzyR/PHKgYE9+COK520v/ALNqQMTCPcd42HhHB7fiK15vCd/PMss+qid8cmbcTn6/lVY+CbvzA4v4Mjpw1F1awcrPpP4f+I08Q+Hoizj7REoEi+nb+h/DFbesR7tJvVIyDA//AKCa8T+Hk7eFdb+03t2GtmhMbrEGO49uPqK9Ol+IHh+WJ0Z58MpBBi9aF3CzPBIRLYI8YVcC6eMBu4B5/mK6XxlDFpF7pEln+6jurRZZEHTd0J5qlqNr9r1IzxvGsIcsq4Pr9OtaHil4tctdM8l1E1tF5UgcEcexpN6js7HIjxBfXM5jt4RJlyEAHOO1PuNb1ayI8yFcNnBWQMDjjtTda0S688HSXihgaNfMUOVywHNXr+OS+XSRaJBtsoVR436MwOTn1rWMotpWIcZG/wDD28HiTVbnTtVtIpbQwb3Q55wwx0PriirWm6y6+J4L42VvYWyWzROYnDM5JBGcAcDHHpRWVZJT93YqF+XVHJ/23MePsQ/7+/8A1qQ60462R/CUf4UUUyxw13aebFv+/opP7fUcmyk/77FFFMVxP+Ejj72cv/fYp3/CRQ4/485Rj/aX/GiiiwXYf8JFD1+yTfmv+NO/t+36/Zph/wB8/wCNFFJodxR4gts828/5L/jSHxFZk48mbP0H+NFFCC4g8R2f9yUf8BH+NH/CQ2JOdsn/AHz/APXoooFcd/wkWnnqXH/AKQ+INOP8bf8AfBoooHcjl13TyhAlYZ/2DVLTtUtoIz58xVixONpPFFFNCvqaY1vTyeLk/wDfDf4UUUUWHdn/2Q==) | ![ORCID](../images/orcidFav.png) DOÇENTSİVAS CUMHURİYET ÜNİVERSİTESİ/İKTİSADİ VE İDARİ BİLİMLER FAKÜLTESİ/EKONOMETRİ BÖLÜMÜ/İSTATİSTİK ANABİLİM DALI/ Sosyal-Beşeri ve İdari Bilimler Temel Alanı Uluslararası İktisat Bölgesel Gelişme ve Küreselleşme ; Stratejik Dış Ticaret Politikaları ; Uluslararası Ticaret | iyalman[at]cumhuriyet.edu.tr | 261FABFD7EAFAE8E |
144419 | ![DEMET YAMAN SONGUR](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) DOÇENTDİCLE ÜNİVERSİTESİ/İKTİSADİ VE İDARİ BİLİMLER FAKÜLTESİ/İKTİSAT BÖLÜMÜ/İKTİSADİ GELİŞME VE ULUSLARARASI İKTİSAT ANABİLİM DALI/ Sosyal-Beşeri ve İdari Bilimler Temel Alanı Uluslararası İktisat Uluslararası Ticaret ; Uluslararası İktisat Teorileri ; Stratejik Dış Ticaret Politikaları | demet.yaman[at]dicle.edu.tr | 8D33CBE7DEB1C9D4 |
402751 | ![AHMET KOLUMAN](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) ÖĞRETİM GÖREVLİSİTARSUS ÜNİVERSİTESİ/MESLEK YÜKSEKOKULU/YÖNETİM VE ORGANİZASYON BÖLÜMÜ/LOJİSTİK PR./ Sosyal-Beşeri ve İdari Bilimler Temel Alanı Uluslararası İktisat Uluslararası Ticaret ; Stratejik Dış Ticaret Politikaları ; Uluslararası Yatırımlar | ahmetkoluman[at]tarsus.edu.tr | 39964A88F2DDCE6E |
302368 | ![BERRAK YELLİCE](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) ÖĞRETİM GÖREVLİSİAĞRI İBRAHİM ÇEÇEN ÜNİVERSİTESİ/MESLEK YÜKSEKOKULU/DIŞ TİCARET BÖLÜMÜ/DIŞ TİCARET PR./ Sosyal-Beşeri ve İdari Bilimler Temel Alanı Uluslararası İktisat Bölgesel Gelişme ve Küreselleşme ; Uluslararası Ticaret ; Stratejik Dış Ticaret Politikaları | byellice[at]agri.edu.tr | B81AF86AFD779D41 |
32544 | ![KAAN YİĞENOĞLU](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) ARAŞTIRMA GÖREVLİSİVAN YÜZÜNCÜ YIL ÜNİVERSİTESİ/ERCİŞ İŞLETME FAKÜLTESİ/İKTİSAT BÖLÜMÜ/İKTİSAT POLİTİKASI ANABİLİM DALI/ Sosyal-Beşeri ve İdari Bilimler Temel Alanı Uluslararası İktisat Uluslararası Ticaret ; Uluslararası Politik İktisat ; Stratejik Dış Ticaret Politikaları | yigenoglu2[at]hotmail.com | 509498B06291AAB1 |
30754 | ![TUBA BİLGİN](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) DOKTOR ÖĞRETİM ÜYESİBAYBURT ÜNİVERSİTESİ/UYGULAMALI BİLİMLER FAKÜLTESİ/GÜMRÜK İŞLETME BÖLÜMÜ/GÜMRÜK İŞLETME ANABİLİM DALI/ Sosyal-Beşeri ve İdari Bilimler Temel Alanı Uluslararası İktisat Uluslararası Ticaret ; Stratejik Dış Ticaret Politikaları ; Bölgesel Gelişme ve Küreselleşme | tgunay[at]bayburt.edu.tr | 5963E2B75F21F22C |
268553 | ![KAAN ÇELİKOK](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) DOKTOR ÖĞRETİM ÜYESİBANDIRMA ONYEDİ EYLÜL ÜNİVERSİTESİ/BANDIRMA MESLEK YÜKSEKOKULU/DIŞ TİCARET BÖLÜMÜ/DIŞ TİCARET PR./ Sosyal-Beşeri ve İdari Bilimler Temel Alanı Uluslararası İktisat Stratejik Dış Ticaret Politikaları ; Uluslararası Politik İktisat ; Bölgesel Gelişme ve Küreselleşme | kcelikok[at]bandirma.edu.tr | 159FCAD1D13B3094 |
129899 | ![SELMA BÜYÜKKANTARCI TOLGAY](../authorimages/photo_w.jpg) | ![ORCID](../images/orcidFav.png) DOKTOR ÖĞRETİM ÜYESİKAYSERİ ÜNİVERSİTESİ/SOSYAL BİLİMLER MESLEK YÜKSEKOKULU/DIŞ TİCARET BÖLÜMÜ/DIŞ TİCARET PR./ Sosyal-Beşeri ve İdari Bilimler Temel Alanı Uluslararası İktisat Uluslararası Ticaret ; Stratejik Dış Ticaret Politikaları ; Bölgesel Gelişme ve Küreselleşme | sbtolgay[at]kayseri.edu.tr | FEDE9BD9A704CC16 |
150570 | ![MUSTAFA METE](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRGAZİANTEP ÜNİVERSİTESİ/İKTİSADİ VE İDARİ BİLİMLER FAKÜLTESİ/ULUSLARARASI TİCARET VE LOJİSTİK BÖLÜMÜ/ULUSLARARASI TİCARET ANABİLİM DALI/ Sosyal-Beşeri ve İdari Bilimler Temel Alanı Uluslararası İktisat Uluslararası Ticaret ; Stratejik Dış Ticaret Politikaları ; Ekonomik Entegrasyon | mete[at]gantep.edu.tr | 0F16EBE88BBB8574 |
368501 | ![ESLEM BÜYÜKARSLAN](../authorimages/photo_w.jpg) | ![ORCID](../images/orcidFav.png) ARAŞTIRMA GÖREVLİSİİSTANBUL GELİŞİM ÜNİVERSİTESİ/İKTİSADİ, İDARİ VE SOSYAL BİLİMLER FAKÜLTESİ/GÜMRÜK İŞLETME BÖLÜMÜ/GÜMRÜK İŞLETME ANABİLİM DALI/ Sosyal-Beşeri ve İdari Bilimler Temel Alanı Uluslararası İktisat Bölgesel Gelişme ve Küreselleşme ; Ekonomik Entegrasyon ; Stratejik Dış Ticaret Politikaları | ebuyukarslan[at]gelisim.edu.tr | CFEC3A9E04212CA7 |
380155 | ![NUMAN SAİT EREN](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) DOKTOR ÖĞRETİM ÜYESİİSTANBUL BEYKENT ÜNİVERSİTESİ/İKTİSADİ VE İDARİ BİLİMLER FAKÜLTESİ/ULUSLARARASI İLİŞKİLER BÖLÜMÜ/ULUSLARARASI İLİŞKİLER PR. / Sosyal-Beşeri ve İdari Bilimler Temel Alanı Uluslararası İktisat Uluslararası Ticaret ; Küreselleşme ve Çok Uluslu Şirketler ; Stratejik Dış Ticaret Politikaları | saiteren[at]beykent.edu.tr | 5A38F1FD0EAA7F4B |