18345 | ![DURSUN AYDIN](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRMUĞLA SITKI KOÇMAN ÜNİVERSİTESİ/FEN FAKÜLTESİ/İSTATİSTİK BÖLÜMÜ/UYGULAMALI İSTATİSTİK ANABİLİM DALI/ Sosyal-Beşeri ve İdari Bilimler Temel Alanı Nicel Karar Yöntemleri Veri Analitiği ; Optimizasyon ve Etkinlik Analizi ; İşletme İstatistiği | duaydin[at]mu.edu.tr | 1F780F47E054A2E4 |
119251 | ![EDA ÜSTÜNEL](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRMUĞLA SITKI KOÇMAN ÜNİVERSİTESİ/EĞİTİM FAKÜLTESİ/YABANCI DİLLER EĞİTİMİ BÖLÜMÜ/İNGİLİZ DİLİ EĞİTİMİ ANABİLİM DALI/ Eğitim Bilimleri Temel Alanı İngiliz Dili Eğitimi İngiliz Dili Eğitimi | eustunel[at]mu.edu.tr | ECA3119848798AE3 |
146802 | ![EKREM AYAN](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRMUĞLA SITKI KOÇMAN ÜNİVERSİTESİ/EDEBİYAT FAKÜLTESİ/ÇAĞDAŞ TÜRK LEHÇELERİ VE EDEBİYATLARI BÖLÜMÜ/KUZEY-BATI TÜRK LEHÇELERİ VE EDEBİYATLARI ANABİLİM DALI/ Filoloji Temel Alanı Çağdaş Türk Lehçeleri ve Edebiyatları Kuzey-Batı (Kıpçak) Türk Lehçeleri ve Edebiyatları | ekremayan[at]hotmail.com | 0184A8BC3276D569 |
25321 | ![EMİNE ÇİL](../authorimages/photo_w.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRMUĞLA SITKI KOÇMAN ÜNİVERSİTESİ/EĞİTİM FAKÜLTESİ/MATEMATİK VE FEN BİLİMLERİ EĞİTİMİ BÖLÜMÜ/FEN BİLGİSİ EĞİTİMİ ANABİLİM DALI/ Eğitim Bilimleri Temel Alanı Fen Bilgisi Eğitimi Fen Bilgisi Eğitimi | enimeonyedi[at]hotmail.com | 4DDFBF71A62416D8 |
217249 | ![EMİNE FİGEN TARHAN](../authorimages/photo_w.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRMUĞLA SITKI KOÇMAN ÜNİVERSİTESİ/TIP FAKÜLTESİ/DAHİLİ TIP BİLİMLERİ BÖLÜMÜ/İÇ HASTALIKLARI ANABİLİM DALI/ Sağlık Bilimleri Temel Alanı Romatoloji | efigentarhan[at]mu.edu.tr | 1D8BE15CBE9D9460 |
125207 | ![EMİNE NEŞE YENİÇERİ](../authorimages/photo_w.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRMUĞLA SITKI KOÇMAN ÜNİVERSİTESİ/TIP FAKÜLTESİ/DAHİLİ TIP BİLİMLERİ BÖLÜMÜ/AİLE HEKİMLİĞİ ANABİLİM DALI/ Sağlık Bilimleri Temel Alanı Aile Hekimliği | neseyeniceri[at]mu.edu.tr | C0E1E29396036C0D |
19825 | ![ENİS TİMUÇİN TAN](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRMUĞLA SITKI KOÇMAN ÜNİVERSİTESİ/BODRUM GÜZEL SANATLAR FAKÜLTESİ/GRAFİK BÖLÜMÜ/GRAFİK ANABİLİM DALI/ Güzel Sanatlar Temel Alanı Grafik Grafik Tasarımı | enistimucin[at]gmail.com | F0D9DBC907C0A1A9 |
1867 | ![ERDOĞAN GAVCAR](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRMUĞLA SITKI KOÇMAN ÜNİVERSİTESİ/İKTİSADİ VE İDARİ BİLİMLER FAKÜLTESİ/İŞLETME BÖLÜMÜ/SAYISAL YÖNTEMLER ANABİLİM DALI/ Sosyal-Beşeri ve İdari Bilimler Temel Alanı Nicel Karar Yöntemleri Yöneylem Araştırması ; İşletme İstatistiği ; Çok Kıstaslı Karar Verme | gavcar[at]mu.edu.tr | 067512632A3ECA56 |
146191 | ![ERDOĞAN KELEŞ](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRMUĞLA SITKI KOÇMAN ÜNİVERSİTESİ/EDEBİYAT FAKÜLTESİ/TARİH BÖLÜMÜ/YAKIN ÇAĞ TARİHİ ANABİLİM DALI/ Sosyal-Beşeri ve İdari Bilimler Temel Alanı Yakın Çağ Tarihi Kent Tarihi ; Askeri Tarih ; Balkan Tarihi | ekeles[at]mu.edu.tr | 0804E713C42F5594 |
5262 | ![ERGUN KARACAN](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRMUĞLA SITKI KOÇMAN ÜNİVERSİTESİ/MÜHENDİSLİK FAKÜLTESİ/JEOLOJİ MÜHENDİSLİĞİ BÖLÜMÜ/UYGULAMALI JEOLOJİ ANABİLİM DALI/ Mühendislik Temel Alanı Yer Bilimleri ve Mühendisliği Mühendislik Jeolojisi ; Kaya Mekaniği ; Uygulamalı Jeoloji | ekaracan[at]mu.edu.tr | 09493169B67B8D7A |
53269 | ![ERGUN KAYA](data:image/jpg;base64,/9j/4AAQSkZJRgABAgAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDAxNDQ0Hyc5PTgyPC4zNDL/2wBDAQkJCQwLDBgNDRgyIRwhMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjL/wAARCACnAIcDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD0OiiigAooooAKKK4fxP46l0m9ls7KK3d4uGd23DOPQEYIOQc0nJLcai3sdVqes6do0Am1C7jt1P3QxyzcgfKo5PUdB3rhtS+KsClo9NtVJONj3BPzevyr/wDFfhXnN5NJd3Tz3Bd5ZW3udvOWBYE/UZ7dKy3WR54JY9xRGyBjOCOfzqOa5fLY9QHxL1cOrLY2VwhHKJuR+noSf69vWrMPxaidsyaQypxnbPkj35Uf0rzLJN2UdgrQ4bC9zgZ/9BWq88m6+MaY8sg/QjHH1o1DTse86J420jXLl4InaCQY8sTlR5mTjAwSM5I468j3x0lfL1pGJEZckO2AB6HOf5V6J4R8Y6pFrFnpzz/adOZ1t1V9uV3HClWxk444549OMVzdyeXseu0UUVRIUUUUAFFFFABRRRQAUUUUAZmu6oml6XNIJEW5aNhboxGWfHHB6jJGa8Zg027v7trKFPOlc/Oxk398knB6Z9uw5r0DxWGvdcWAP5iwRL+6UcgtnPJBAP3T7cVteGvDyaZF583z3Ug+Zz2HXFcGIr8raR20KPNucVY/DedYj5spZnxkntjj+RNVbrwJd2PkRwKZVV95wOODkf59hXsZjIGe1V3AY9K5oVpt6s6pUYW0R4FceFNRWRj5LlvUDrUbeG79I9r2zAq+dx6YP/1693eJSc4GfpUEsCuPmjBHuK6lXdjF4dHh48I6hFHuEeGB3Dv0qmsbW0awMPKZCFOchmYnPH+PsK90aNQMbRx7VynijwwmpR+fbjZOnPH8Xsaca+tmRLD6aFn4ceI5r23fS72SSSWPLwySNnKcZXnnjqOvBPQCu+r57t2lsbuOSIHz4TuARuhB64HI59697067N/ptteGFoTPEsnlsclcjOK6ovockl1LNFFFWQFFFFABRRRQAUUUUAc9fW1uviEXHRtq7wc/MTnHXrwvb0rpYjuVSBwa5i/P2nxCEVn2xhInXHAPLZ/EHH4fSulilSODJYKAOp7V4uK/is9XDfAidiCuDVN+D/hVP/hKNKWRla6TA6seBViPULG8Gba4jk/3GBqYRaNrjHbBPFRNN2Iq0yDI5HNVLl7W3QvLPGg9WYCtlGTJk0iF8N9aqOCM5FV5dcsEk2C4QnOMqc1O8qyIGUgqemDTaZNzy/X4VttalkQEZJOBzgn/P6V7XZQfZbG3t+P3USpx7DFeVeI9P87VGK5JGw7R1Gc8/pXrYAVQqgAAYAHavQpbHnVtGLRRRWpiFFFFABRRRQAUUUUAZE9on/CQxzfMGaEsMZwSMA/oRRqYkZByxjAyVA5NaMw+dPXnmnGPzox2rxcXpWaPXwzvTTOD1LVdVitZZrbSoWRMARMpLtk9gP1/rVbT57lL6BprO2VpWyfIJUgZ6kHB5HODzz65x2d5pvm5XjnvgVXsdDtreXzfvSD+Ju30FEaloWaNuS8rl+7mCWodcg4rzrWpnknMiWsMzKpYCZid2OcAepxXoOoH9wqgcDtXPS6TFchtyk88Fe1XRlZK4qkTmUv7h4FMul2ojYhSEjIPQE8FQQBnGeckHtzW/pkQihzGXEZHCHOFq5BpUSAAqMDpmrf2YRDCjirlK+xko23MDU7Z59VgSMKS8a8EZLYJGMd/vY/GvQ65+1topNUt5GzvRSB+h/wDZRXQV24f4bnDibXSCiiitzmCiiigAooooAKKKKAIphyjehxUgkUKMHPuKZMMxEjqOapxy85JHtXk42Fqt+56eEknTt2Jbm6SMc9e1ZC33km4uZJY3wpIi3heOvesvxnqUthY/uWIeU7AR/IVxKWM80LfbftcTM24Mwyre4xn2pKN4HSpNytFHol34gspbYSAgNtzgNUFnqCzxNLAwXdyAWB3frXn82lnyXi/tAqFbdtxkEfnVNbGa1UizlnlZWLfIOBxyeeK2hBJbkzc/5T2BZ0lgDbQG9KYGLcE1geFr573SElkOSPlJHtWu0m3gHipktSXJOJpaapa5d8Daq4+h/wA5rUqjpaYgaTn5zgc9QP8A6+avV30laCPLqu82FFFFaGYUUUUAFFFFABRRVDUdb0vSATqGoW1sQhcJJIAzAei9T07CgC/XP3lzBbas1mGy/lrMV6YDFgP1U1x/iT4roha28PosmRzeSqQBkfwocHIOOW44PBHNXPg4/wDwkNx4pOpSm4uJ/s7GRzlv+WgyPYcDH0Fc+Igpw80bUJ8kvIta3CL25sneTEMUmdvYnB/z1pNZ1K609FAthMp4XaueOoNWPEehXFus1typzuj3A4bB4/A4rlLfWpBuhvVMUkKsQrjjsMfhyfxrghFy0fQ9Hn5NV1GnxOzFd9irIxO07MZ9+RU76sGs5HEIiBBB25B/zxVFvEFrO7QCLJLAJjp6Yx+n5VltcXWqXfkWys6t/ExwqjPU11qJlKtJ7u52Phd/suiKm8FS7FTgjjOR1rXshNqN6tvFgKvLtn7q96yNM065eK3srcFyAEGBiuM8Uahqnhvx1PFaX0kUtqiKrRnAIZVcgjowye/XA4ohDnlfoZVJ8kbdT3xFVEVFGFUYA9BS15roHxcsrkLDrkH2WXn9/ApaM9TyvLDsON2T6V6FZ39nqMJlsruC5jVtpeCQOAeuMg9eR+ddhxFiiiigAooooAK4bXPipoOmKyWTNqNwGK7YsqgIIBy5HI64Khgcds5rxG+1fUdSKG+v7m62Z2efKz7c+mTxVPNIDtda+J3iHVd6Q3AsLduAlt8rYzkfP97PQcEA+nNccsnzc5ye5qIctinZ9OKAJTIRwK9M+BN0sPjm4id8edYuqjH3iGQ/yBry0HBruvhNIYvG8UgOCsLEHOMcijl5tBp2dz6av9OttTg+zTLxjKleGQ+o/wA+1eZ694eNpc/Z76JSjZ8qYL8rj9cHpxXrC/KCw9Olee/EvxlNo1mLSy01bpiw864nTdDGORjgg7s456DPUmueNJVFqdCquHocN/wjNqTtWKPb6eUP8K0INLht/LVVLO7BI0Ucsx4AArgpvFWszX4EE8Vu8j7RHtURpnAHLk4HXOTgVq+DR4p8W600Vrq0lmkCl3u1hHyHsoIx1PUZAIz16Ejh3ezloW8TG2i1PbNI8Pw6ZB5smJLortfBBVD6L39Pr7V87/FUn/hZGqHYUx5PynHH7pPSvofR9QvXtEs9Wnie8jQZuYhtWf0YDoDjkjPuABwPnH4myeZ8QtXPmNJiRV3NjPCKO30rr5ORWscjk5O7OWWTnmp7XU7zT5zNY3c9rKV2l4ZCjEdcZB6cCqg5PFHQ81Ij07QfjHf2yrDrVot4mRmeLEcgGTklcbWOMYA29Oeua9H0fxz4c1vYtrqcSTtsHkTny33N0UBuGOePlJ/UV80ng8UoNAH1tRXy5a+Itas7dLe11e/ghT7scVy6qvOeADgUUAZ5FNzTz0phpAKv3hTj1pg9afQAgrrPhxK8PjvTigySXGCcA/I1cmK3PCNw1t4s02VAd/m7UwxBDMCFOfqRVR+JAfXz7xaEbVf5OR6+3euF8aaYupaaYJmWPzl8qMkDCuehweOuPf0x1rsLKNLPTo7dT/qIlHzHHbH4DjpXnHxG8Q/YLN4wY2uGBjiymRk/ebHsCcdeSM5p0Fy3HPU8TZZbny44Yy0srqqooyxYnAA/Ovozw7ocXhfQbTS7YrJg5nlKgGRm5Y8D8uuAAD6j57s5501K3niZY7vzVaGTAVI2LZBIxjaOeBx/I/TVu6C3RZ2ZsEEEjk+nH8u/40U0KQSwJaadclxhBlt5bBXAznOexHXg/wA6+WvGd2174x1ad/vG4ZTxjJHGcfhX1Rq4VLOVmTcqISep57YH6/gOK+TvEp3eJ9VIGAbyXjOcfOauTvESMujJIxRSVkMQ9TS0gpaAFFFKKKAHjvTTUpHNNdSO1ICOlpKUUAOWtfwqUXxhoplbbH9ug3E9hvXNZAp6MUlVgcEEEEULcD7GjuF/s6a4xhWbKjHYe3rmvnvxtfTz+JJFSS5hWJCpBkbrIMv9AQ233AHbGPoAQqlptRSFEX3QeOe/+f68/OniW9M/irU5JYlYrK8G1icfKPLDcEc8A/zGOKuekH5scdWYckDidY9yBm2lcSKRyMjJzgdeckY6HGDX0H4V1uTXPD+mXiSR/aNvlTlm3kOvBJxjBPDY9CPXNfPoAkUwKkZd3XEjNt29RjJIUDkZJ9ByBnPoPwn1bZfy6W7N8zCeMAAKP4XyepJ+TA56Hpzl02JnsWqsy2Mo43hcYBzgn8q+P7qV57mSWVt0jsWZvUnqa+wNSeK3s5C67IUUu5PQAHk59+vP+NfHknLmiXwoBvakOAKXFIelQAgpwXimipB2oAb0FFKelFAE5PQ9qU/NHUWfkX6U9TmLPvSGR7aMYNPxTTxQIXFIacDmkagD7GguY7u3DwkNEyqY3/vqccj2/wA+mfl29vW1LUru+ZPLNzO8xQHIXcScZ9Oa92ivGsvhDBOshjEehKyybsFZPIAX8zj8cV8/2YV5ERpVjVyAZGztT3OATx7Amqq7IcB06KksiLKsqqxUSJnDAHgjIBwfcCrvhi/Ok+JtMvi0IQTAMztwiMSjE4PBAJPPselUOGVssoxyAc5PQYH8/wAKqRgkKc9z1pR0Ez6i8cF28E6yVyuLOfOTzjY3I/z3/CvktutfUPjLVrVfhhqOpQAm2urILEnQKJVCrj6bx+VfL561UgQ2kPWnYoxUgIRn1pR70cAdaTNACntRQT09aKAEDZQGpU/1Q+tFFIYoOOKRqKKAEBpGNFFAHvWs3Yb4AW0yyyIzWltANpIzhkBB9sIf8mvGrUrjaxYLgngZ5xx+tFFXMSJHYlenQccUx/m2zF4maUl3WNNoQknjGAB0z8vGCPcAoqQPZvF86N8EbeEAZWxs+3Q5j/oa8BPU0UVpUWwkB+7S7QQKKKzGNZdvSk7UUUAJnkUUUUAf/9k=) | ![ORCID](../images/orcidFav.png) PROFESÖRMUĞLA SITKI KOÇMAN ÜNİVERSİTESİ/FEN FAKÜLTESİ/MOLEKÜLER BİYOLOJİ VE GENETİK BÖLÜMÜ/MOLEKÜLER BİYOLOJİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Moleküler Biyoloji ve Genetik Biyoteknoloji ; Moleküler Biyoloji | ergunkaya[at]mu.edu.tr | C136C3D65882E534 |
101287 | ![ERGÜN BAYSAL](../authorimages/photo_m.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRMUĞLA SITKI KOÇMAN ÜNİVERSİTESİ/TEKNOLOJİ FAKÜLTESİ/AĞAÇ İŞLERİ ENDÜSTRİ MÜHENDİSLİĞİ BÖLÜMÜ/AĞAÇ İŞLERİ ENDÜSTRİ MÜHENDİSLİĞİ ANABİLİM DALI/ Ziraat ve Orman ve Su Ürünleri Temel Alanı Ağaç İşleri Endüstri Mühendisliği | bergun[at]mu.edu.tr | 7A19381903668F13 |
145724 | ![ERHUN ŞENGÜL](../authorimages/photo_m.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRMUĞLA SITKI KOÇMAN ÜNİVERSİTESİ/BODRUM GÜZEL SANATLAR FAKÜLTESİ/RESİM BÖLÜMÜ/RESİM ANABİLİM DALI/ Güzel Sanatlar Temel Alanı Plastik Sanatlar Disiplinler Arası Sanat ; Baskı Resim ; Resim | erhunsengul[at]mu.edu.tr | 60D4C6D166ACF26F |
11778 | ![ERKAN POYRAZ](../authorimages/photo_m.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRMUĞLA SITKI KOÇMAN ÜNİVERSİTESİ/İKTİSADİ VE İDARİ BİLİMLER FAKÜLTESİ/İŞLETME BÖLÜMÜ/MUHASEBE VE FİNANSMAN ANABİLİM DALI/ Sosyal-Beşeri ve İdari Bilimler Temel Alanı Finans Bankacılık ; Finansal Piyasalar ve Kurumlar ; Yatırımlar ve Portföy Yönetimi | poyraz[at]mu.edu.tr | 3B9F697D7E36BDAC |
146369 | ![EROL KUYURTAR](../authorimages/photo_m.jpg) | PROFESÖRMUĞLA SITKI KOÇMAN ÜNİVERSİTESİ/EDEBİYAT FAKÜLTESİ/FELSEFE BÖLÜMÜ/SİSTEMATİK FELSEFE VE MANTIK ANABİLİM DALI/ Sosyal-Beşeri ve İdari Bilimler Temel Alanı Felsefe Etik ; Toplum ve Siyaset Felsefesi ; Uygulamalı Etik | | 5712763014FDCDC2 |
145730 | ![EROL TURGUT](../authorimages/photo_m.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRMUĞLA SITKI KOÇMAN ÜNİVERSİTESİ/BODRUM GÜZEL SANATLAR FAKÜLTESİ/GRAFİK BÖLÜMÜ/GRAFİK ANABİLİM DALI/ Güzel Sanatlar Temel Alanı Tasarım Grafik Tasarımı | erolturgut[at]mu.edu.tr | 8BE7762D97E163F7 |
57079 | ![ERTAN ERCAN](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRMUĞLA SITKI KOÇMAN ÜNİVERSİTESİ/SU ÜRÜNLERİ FAKÜLTESİ/SU ÜRÜNLERİ YETİŞTİRİCİLİĞİ BÖLÜMÜ/YETİŞTİRİCİLİK ANABİLİM DALI/ Ziraat ve Orman ve Su Ürünleri Temel Alanı Su Ürünleri Su Ürünleri Yetiştiriciliği | ertanercan[at]mu.edu.tr | F5278E383118C9B0 |
149240 | ![ERTAN ÖZEN](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRMUĞLA SITKI KOÇMAN ÜNİVERSİTESİ/TEKNOLOJİ FAKÜLTESİ/AĞAÇ İŞLERİ ENDÜSTRİ MÜHENDİSLİĞİ BÖLÜMÜ/AĞAÇ İŞLERİ ENDÜSTRİ MÜHENDİSLİĞİ ANABİLİM DALI/ Ziraat ve Orman ve Su Ürünleri Temel Alanı Ağaç İşleri Endüstri Mühendisliği Ağaç İşleri Endüstri Mühendisliği | eozen[at]mu.edu.tr | 8D7E3ADAF7AF39D7 |
17895 | ![ESRA SAĞLIK ŞENALP](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRMUĞLA SITKI KOÇMAN ÜNİVERSİTESİ/BODRUM GÜZEL SANATLAR FAKÜLTESİ/HEYKEL BÖLÜMÜ/HEYKEL ANABİLİM DALI/ Güzel Sanatlar Temel Alanı Plastik Sanatlar Heykel ; Enstelasyon-Yerleştirme ; Disiplinler Arası Sanat | esrasaglik[at]gmail.com | 35882D11896771FB |
202493 | ![ETHEM ACAR](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRMUĞLA SITKI KOÇMAN ÜNİVERSİTESİ/TIP FAKÜLTESİ/CERRAHİ TIP BİLİMLERİ BÖLÜMÜ/ACİL TIP ANABİLİM DALI/ Sağlık Bilimleri Temel Alanı Acil Tıp | ethemacar[at]mu.edu.tr | DD016B34C5E55231 |