40686 | ![İBRAHİM ORGAN](../authorimages/photo_m.jpg) | PROFESÖRPAMUKKALE ÜNİVERSİTESİ/İKTİSADİ VE İDARİ BİLİMLER FAKÜLTESİ/MALİYE BÖLÜMÜ/MALİ HUKUK ANABİLİM DALI/ Sosyal-Beşeri ve İdari Bilimler Temel Alanı Maliye Mali Hukuk | | 854FB762D8B4ECC1 |
22085 | ![İBRAHİM TÜRKÇÜER](../authorimages/photo_m.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRPAMUKKALE ÜNİVERSİTESİ/TIP FAKÜLTESİ/DAHİLİ TIP BİLİMLERİ BÖLÜMÜ/ACİL TIP ANABİLİM DALI/ Sağlık Bilimleri Temel Alanı Acil Tıp | iturkcuer[at]pau.edu.tr | DA717278AB4162F1 |
159220 | ![İBRAHİM VEYSEL FENKCİ](../authorimages/photo_m.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRPAMUKKALE ÜNİVERSİTESİ/TIP FAKÜLTESİ/CERRAHİ TIP BİLİMLERİ BÖLÜMÜ/KADIN HASTALIKLARI VE DOĞUM ANABİLİM DALI/ Sağlık Bilimleri Temel Alanı Kadın Hastalıkları ve Doğum | | 80C7E2ACB4DAEBB2 |
40112 | ![İLHAN KÜÇÜKKAPLAN](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRPAMUKKALE ÜNİVERSİTESİ/İKTİSADİ VE İDARİ BİLİMLER FAKÜLTESİ/ULUSLARARASI TİCARET VE FİNANSMAN BÖLÜMÜ/ULUSLARARASI FİNANSMAN ANABİLİM DALI/ Sosyal-Beşeri ve İdari Bilimler Temel Alanı Finans Gayrimenkul Değerleme ve Finansmanı ; Bankacılık ; Finansal Piyasalar ve Kurumlar | ikkaplan[at]pau.edu.tr | EB645CD9E1F48966 |
8305 | ![İLKNUR KALELİ](../authorimages/photo_w.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRPAMUKKALE ÜNİVERSİTESİ/TIP FAKÜLTESİ/TEMEL TIP BİLİMLERİ BÖLÜMÜ/TIBBİ MİKROBİYOLOJİ ANABİLİM DALI/ Sağlık Bilimleri Temel Alanı Tıbbi Mikrobiyoloji | ikaleli[at]pau.edu.tr | 5A90AB873480CBDB |
32514 | ![İRFAN ERTUĞRUL](../authorimages/photo_m.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRPAMUKKALE 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 | | 9441819ADA2051A4 |
38936 | ![İSMAİL ÇEVİŞ](data:image/jpg;base64,/9j/4AAQSkZJRgABAgAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDAxNDQ0Hyc5PTgyPC4zNDL/2wBDAQkJCQwLDBgNDRgyIRwhMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjL/wAARCACnAIcDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD3+iiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigCKV2VwFOBimeY/r+lPlGXH0puKRQb39f0o3v6/pS7aMUw0E3v6/pR5j+v6VBf3tvplhNe3b7IIVLO2Mn6AdyegHcmvE/EHxg1s3UsenW9ta2xBXEh3SDtnIIw30oA9y8x/X9KPMf1/Svm6P4i+K2DeXrNwjL93eFOe+OQeaZafEPxOl6d2s3Rc8YdwV45ztOQP/ANdAj6T81/736UebJ/e/SvNvD3xTt5gsWuKIOQPtCIQFJ/vrzj6j8hXoyMssavGyujDKspyCOxBoGO82T+9+lJ50n979KCKaRQBPA7Pu3HOMVNUFsPvfhU9AmFFFFAgooooAY4y1JinmigY3FGKdTJX8uF3/ALqk0CPI/iB4r/tG/fSLRiLW1ciZu0kg4x9AeB759q8u1Cwms1W4n/cmbOxm4PqB0wOO2a24UkN/axnHliUO3qc5A5/z1ruYbKC7t2S5iWSNuGVh1rmq1HGSSOyhRU4ts8RJbGwBdpbqx6/zq7b2d1d4+zW/mEdQg4B9Mf1r0W58C6YbhWtwY4e8ZJY/gc8Vv2Ol21nF5ccaog/hUYFP23ZFLCdZM82j0PVhaF3hUtsw0bNgkZ6AnvXqHwi1l7jT7vSLiQ7rZg8SOwyFP3lA9AR+Gfeqt9FGG/d56c5rlvCskmnfEuAxkKr3QVjjtINpH6j+dVTm27MWIoxhFSie+kU0ipDTMVsciJIP4vwqaooP4qloEwooooEFFFFACUtFFACVU1S4trXTZ5buVYoNm1nbtu4HT3Iq2awPGVo954auET+BkkYeqqwJ/ln8KmTtFtFU4qU1Fnidsk0upwRFCrKoJBGCvPOffj9a2bjxPFpztEkDyqn33XGAfQDqfwogiEmrtdAYVkKDn3wf5U7UPCUF+RvurlIwCRHGwVSfU5+9+PFcUpqU7s9KFNwi4rcbp3jbTNRfZJHPbPnA8xflb6H/ABrSv9bsNLgaW63gAZCgfMfoO9c9pvhS10i9SSEsSqquSc556n396seJ9Gj1uVY2BJjxtAbGe9CcXLQ2Sny67lf/AITjT73JitbpVzgkoPlHr1qbQYFk+INpNjcjywMuBkN8wwf0P5D8Kel+DJLXywb24EeSZI3CspHYDnjFdDo2mA+KtLjRTtRo8EH+42f5ZraEo82hzVIzlC0z2E000496aa6Tzx8P8VS1FD/FUtAmFFFFABRRRQAUUUUAJTJYkmieKRQyOpVge4PFSUlAHkGqW0mnah5bwyxqrMoZ0IDY4yD34x09R60+bVYbLTpJ5yFRBnJrrPiFaNJpdvdKD+4kKt7Bh1/MAfjXl1+JryJY4GHmxuHVWGQfTP8AP8K4Jw5JHq0KvPG7NWyu5ZraOe/xC8jb9jdEUngH3xinXN3E1w32SZJGI4xyAcdz/nrVIQ6k48meC0xtOZCzsp/IZB/A49TUUyX1rGsVta2QDMAAWk2jOM8kD36CiKN+Zmrpmtw3tjKjRmO4jbbJGeqn0/8Ar1ueEkjn8RwSE/PGrkY/3SP61xMdvJaXU9zPOJJXwgKrtBA9sn1Neu+D7FbTw7ayPEqzTKXZsclSSV5+mK1pxvI5cRVtH1N7tTTSk00muo84lh/iqWoYP4qmoEFFFFABRRRQAUUUmaAFqK5uILO2kubmaOGCJS8kkjBVRR1JJ6CuC8U/GPwr4b3wxXJ1O9XjyLMhlB/2n+6PwyR6V4R46+J2teOHWGbFnpqcpZQuSrHOQznjefyAwMDOSQD06y8Zv8QvGOsQQ3Mkei2lt5NpCOBIzN/rmHUn5eAegPQEms+5STR9REd0gUg5DdiPr3FecfDTWRpHja1EjYgvQbSQk9CxBQ/99BR9Ca+g9R0u01qwNreRll52sOGQ+qn1/Q9waipSU15mtGtyHKXKR3EA8m4KMRxzxVWKzML77i63tjIz2rN1fw7qOiSrFJOy27tiG6A+Rj6N3Vvbp6d8RQaddIWN5eeaD0VOAfrXMoW0Z3qq2tDW0JbLVPGFnbXjM1vIzAAHAbaM4J9M4Br204HAGPavn7w7Cuq+OHiC7rOyi8iQdiZc7x+SgVy9n8QPF/g69m0631aSaOyme3e3ux5qZRiuBnlRx0UiumnG0bnDWleR9Tk00mvI/C/x30vUClt4itTps5GPtMOZIGPuPvJ/48PUivStL1zStcgebStRtb2NOHMEgYpnpuHUfjVmSaNe2Od34VPVa1/j/CrNAMKKKKBBRRRQBw/j/wCJuk+BIhBKj3WqSxiSG0QEAqSRuZsYC5U+p46d6+dvEfxP8VeJxNFeak8VrLkG1tv3ce0/wkDlh/vE11P7RBx4/sP+wXH/AOjZa8jzQIcTmlB5plOX3oAXJByCVI5BB5Br6i8Ha8viHwxY6luBldNk/tKvD/rz9CK+XK9S+DmvraXV5o0pOLl1khH+3gg/nhR+Iqo7gejeLdelEiaLbxK8coH2p3UMNpP3Bn9T24xg5rm9UtU0XRpL23eSSND5f7xtxUkZHOBkf4V3g0iO8hVrqNfOBOGxyKpX+g2lxbGzuIvMgkI82PJAyCCCCORyO1OcFJWNIVHB3R5QbaSx+GczyCQXGrXZnYgdYUx1PoSoI9c1xvieQ/8ACSXjZyW8sv7t5a7ifxzX0jd6XbalbmyuIEMDoYyoGAq4xx6Y7V8v6m0z6pdvcACZpWZwOgJPIHtTa5UkQ3fUr5yc1c03Vb7R76O9067mtbmP7ssLlWx3HuD3HQ96o96VScVAj6d+DHjfWfGFvq8esPBK9l5OyWOIIzb9+dwHH8A6AdTXqdeEfs3/APMzf9uv/tavd6QwooooAKKKKAPDPjP8PfFPizxhaX+iaX9qto7BIWf7REmHEkhIwzA9GH5151/wpb4g/wDQv/8Ak5b/APxdfXFFAHyR/wAKX+IP/QA/8nIP/i6UfBf4gZ/5AH/k5B/8XX1tRQKx8lf8KY+IH/QA/wDJyD/4utHQPhX8QtH1y0vl0EgRSKWxeQdMj/b/AB/CvqSigZziabe5OYMf8DX/ABqC50e/mmwsGFIGW3L6n3rqqKrnYHLxaPeq5Yw/T5l/xrwTxB8H/G914k1O4s9E8y1lupHhf7VCMoWJHBfI4x1r6joocmwPkr/hTHxA/wCgB/5OQf8AxdKvwY8fgc6B/wCTkH/xdfWlFSKx5L8E/Bmv+Ef7d/tyw+yfavs/k/vo5N23zN33GOMbh19a9aoooGFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAH/9k=) | ![ORCID](../images/orcidFav.png) PROFESÖRPAMUKKALE ÜNİVERSİTESİ/İKTİSADİ VE İDARİ BİLİMLER FAKÜLTESİ/EKONOMİ BÖLÜMÜ/İKTİSAT POLİTİKASI ANABİLİM DALI/ Sosyal-Beşeri ve İdari Bilimler Temel Alanı Makro İktisat Para-Banka ; Para Politikası | icevis[at]pau.edu.tr | 934AC8184C6720BD |
170060 | ![İSMAİL OVALI](data:image/jpg;base64,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) | PROFESÖRPAMUKKALE ÜNİVERSİTESİ/TEKNOLOJİ FAKÜLTESİ/MAKİNE MÜHENDİSLİĞİ BÖLÜMÜ/MAKİNE MÜHENDİSLİĞİ ANABİLİM DALI/ Mühendislik Temel Alanı Malzeme ve Metalurji Mühendisliği Malzeme Bilimi ; Malzeme Karekterizasyonu ; Metal Alaşımlar | iovali[at]pau.edu.tr | AD4B351582F38CE4 |
28488 | ![İSMAİL YASLAN](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRPAMUKKALE ÜNİVERSİTESİ/FEN FAKÜLTESİ/MATEMATİK BÖLÜMÜ/ANALİZ VE FONKSİYONLAR TEORİSİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Matematik Matematiksel Analiz | iyaslan[at]pau.edu.tr | 0C19256857890E49 |
145490 | ![İSMAİL DOĞU KILIÇ](../authorimages/photo_m.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRPAMUKKALE ÜNİVERSİTESİ/TIP FAKÜLTESİ/DAHİLİ TIP BİLİMLERİ BÖLÜMÜ/KARDİYOLOJİ ANABİLİM DALI/ Sağlık Bilimleri Temel Alanı Kardiyoloji | | 0996C6D6C5396337 |
42347 | ![İSMET AYHAN](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRPAMUKKALE ÜNİVERSİTESİ/EĞİTİM FAKÜLTESİ/MATEMATİK VE FEN BİLİMLERİ EĞİTİMİ BÖLÜMÜ/MATEMATİK EĞİTİMİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Matematik Geometri | iayhan[at]pau.edu.tr | 30E98CC81D4226B7 |
41359 | ![İSMET PARLAK](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRPAMUKKALE ÜNİVERSİTESİ/İKTİSADİ VE İDARİ BİLİMLER FAKÜLTESİ/SİYASET BİLİMİ VE KAMU YÖNETİMİ BÖLÜMÜ/SİYASET VE SOSYAL BİLİMLER ANABİLİM DALI/ Sosyal-Beşeri ve İdari Bilimler Temel Alanı Siyasal Hayat ve Kurumlar | ismetparlak74[at]gmail.com | 1A42847A86776065 |
41685 | ![İZZET KARA](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRPAMUKKALE ÜNİVERSİTESİ/EĞİTİM FAKÜLTESİ/MATEMATİK VE FEN BİLİMLERİ EĞİTİMİ BÖLÜMÜ/FEN BİLGİSİ EĞİTİMİ ANABİLİM DALI/ Eğitim Bilimleri Temel Alanı Fizik Eğitimi Fizik Eğitimi | ikara[at]pau.edu.tr | A8D75BC42D84AE23 |
32530 | ![KADİR KAVAKLIOĞLU](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRPAMUKKALE ÜNİVERSİTESİ/MÜHENDİSLİK FAKÜLTESİ/MAKİNE MÜHENDİSLİĞİ BÖLÜMÜ/ENERJİ ANABİLİM DALI/ Mühendislik Temel Alanı Makine Mühendisliği Enerji | kadir.kavaklioglu[at]pau.edu.tr | A834AD71E3EF5DE5 |
51927 | ![KADİR ÖZKAYA](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRPAMUKKALE ÜNİVERSİTESİ/DENİZLİ TEKNİK BİLİMLER MESLEK YÜKSEKOKULU/TASARIM BÖLÜMÜ/İÇ MEKAN TASARIMI PR./ Ziraat ve Orman ve Su Ürünleri Temel Alanı Orman Endüstri Mühendisliği Ahşap İşleme- Mobilya Tasarım ve Teknolojisi ; Ahşap Esaslı Kompozitler ; Ahşap Yapılar ve Konstrüksiyonları | kadirozkaya[at]pau.edu.tr | EF69FDEB70054807 |
128045 | ![KADRİ KARAER](../authorimages/photo_m.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRPAMUKKALE ÜNİVERSİTESİ/TIP FAKÜLTESİ/DAHİLİ TIP BİLİMLERİ BÖLÜMÜ/TIBBİ GENETİK ANABİLİM DALI/ Sağlık Bilimleri Temel Alanı Tıbbi Genetik | kkaraer[at]pau.edu.tr | 0120C467B812571F |
157036 | ![KAMİL ORHAN](../authorimages/photo_m.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRPAMUKKALE ÜNİVERSİTESİ/İKTİSADİ VE İDARİ BİLİMLER FAKÜLTESİ/ÇALIŞMA EKONOMİSİ VE ENDÜSTRİ İLİŞKİLERİ BÖLÜMÜ/YÖNETİM VE ÇALIŞMA PSİKOLOJİSİ ANABİLİM DALI/ Sosyal-Beşeri ve İdari Bilimler Temel Alanı Sosyal Politika Çalışma Psikolojisi ; Çalışma Sosyolojisi ; İşçi Sağlığı ve İş Güvenliği | kamilorhan[at]hotmail.com | 44EA64CCE5FD1F28 |
31413 | ![KAMİL YAĞCI](data:image/jpg;base64,/9j/4AAQSkZJRgABAgAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDAxNDQ0Hyc5PTgyPC4zNDL/2wBDAQkJCQwLDBgNDRgyIRwhMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjL/wAARCACnAIcDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwDtAWyScc1MmTUS56cnNTIWQZA57VZJYVQF96lRBt5qqkpJ5HPpVfUtcs9ItDNcPtIGQOpP4VLKSLt1cwWUPmSyJFGvVnOK5XUviJpdi/lRFrlscmLBA/GvOvEXiW98Q3W6UhIUJ2RrwAPU+prE2kjk8ClYqx2d58RbueQvDbRxkY2kndx71RvfHOq3XCuIVIAIQf41zBGDmnSFB6ZqrIdjqtK8bXFoGF2jzgnO4EA//qrp9N8Z6dfsI2ZoHPQSYGfp615aQu3caQMAeMg/WgVj26OX5sgZFSE78A8k15JpXiC8sbpHaaR4wcMrNnIr1XR9TtNVtftFu3AGCD1FITRaVF7pzU3kDZwOlRZOOOlWUk3Lx+NLUQyBAGwfwq8FzjmqwQhgfyqzGuO+QaQDSme+aKnEeTyKKQ7FSOMnJ9KemQx4BpVUjI9akCZPFbGRU1C4i063kuJSAiKSc14jrOsXWrXbyzSllySqdh+FekfEW+NppEcCFd1w2DnrgcmvPNG0k6jcZfIhXqfU+lRJ21ZvTg5OyM6CCSXlEOPWmtFIDjaeOvFemWWhwMoGwKvpitqHQ7PbjyEOfauf6wdn1XQ8X8mQ4+U4pPs0jOV2En6V7c/huxlUAwKB7CnQ+HdPtxxboT6laf1gFhJXPF00u7lIAhfH0q+vhq8KZwMntXr72NuijbEo+gqnJbIM4UD8Kn6wzRYNLc8aurGeyfbMhGTwfWtDQtZm0i+SRW/dMQJFPQiu+1TToLu2eORFwehx0PrXmlzbPa3LwNwUOM+tbQqc+hzVqPs9T2uF0uIEljYFGAZcdMGrsJG3aBya5nwJMbvw4Az5aGQpj24I/nXSxxsG4z+NUcr3LQjCj5uc1MqAdBTE+aM59asoMxg84pWGIRhfeinqcpxRSGVNnpSgEGnkcdKbtPrXQYXPNPiVOJdRsrYcsqMx/E8fyq1o1glrZRxgcgZJ9TVfxpGJPF1uOyxITn6muhsYf3YPtXFiJa2PWwUVuWbaHCj1rUijwBVeBcYq+i8CuQ9LYAOKQrUwUYpMDFFhXKzx5qlNFj0rTYcVXlQPxQUYVxH8prz/AMVWwivElGPnXBr0u7iwlcL4rjLogAzit6LtI5MUrwLnwyucXl5bFuHQOB7ivUUQHBwK8b8AkxeKFXGS0bDH617NDyuO9dZ5DGtDg8VKsZCYzx3p6Ak8inFSeaBEfAGM0UjjniinYLkBH403Bq28BQnIyfao0GG+Ycd63aMDz3xPZtN4vtWxx9nDfkx/xFbVmAI8VR12/hu/EloYo5ECxyRnf3IIPH5GrMU2FIHUd68yu7yPbwsXGFmasXWrqDgVzYvLi2+YRtIvqBzWjZavFcHaVZG9GGKwsdfNc1sUEU0SAgEcimSTKgyxAFMLMcwOKhbGDVGbWRv8uGJ3I6kDikBmc+axx7dKdh8wXWGBFcrrFmZDuP3Mda6aRwWweDWTqhC2cp/2TVQdmZVNUch4UzH4ui2kjIYD/vk16/BI/l+/vXkfhVP+J+LxgxWPdgAdSRjH9a9U0+7+1xFlUqVODmu6LT0PIqU5L3raGxC29Qcc+mamIyKqRRkkCrcQYDGMelU0ZEUic+1FPkBPNFIDVuLMSABMflVJrMKM/nmtvFQSQeZ14zVxn0ZDieW6/p/l60JAMYfePxBFVmfyBuZSR6V2PizT9sENxgZD7T+Vc6IllgxgZFcFZWme1QlzwUutihL4hFpbec9szRZK5XA5xn61aS4jvrcTCNgHzgnrmpI7dWhMUkSyR5+6w4qd42WNQAsaRj5VA4FZu1jZKV7sn0x2eHa3UetQ3m559nzFQecVNp3COfU00Za7cZxk1JrZ2KVxqIsbVrjyWMSnaSvb3NV4PEQu4PNELqnAy2COgPUfWthrV0ieMqskTdiKqPaZCosQSNeQqjgVWhm1K+mxDGTOdwBz2zWfq6E20qjrsNdGkKxQnIGaw78iRyvY9aS3CUdClplkllpqomN5GXIHUmut0q28qyQr1Y7jXPWFiVcwryzPn867uO22RKoXAUYrtw8bvmODHPkgoJjYdy46cVaRiykkUsVuT2pTGwHyjiulo81MilyR0opSrehoqbF3OgpKWkrMDL8QRLJodzuGdi7h9RXBWj5H416PqMPn6dcxAZLxsB+VeZWzEVzYhbM9DAy3RrIgx0qC9cAbQasRN8mao3SuoaXaWPXArmR6d1Ys2IxEfQ1DI3l3JPvT7G+g8gb8ofQ1XubgSXG2JC2T17VVhcyNhGDoCDxTXHOQKgtUZEBP5VO7fKakEVrqTbGa56U73JzWzcnMTk1khcoOKqKM6r0Oi8LabvaS6flQcKT69/yrrRCAv1qr4e0uXTtNMc5Bdn34XkDgf4VshBjAFelTfLGyPDxE3UqNsgigwORTmgx06elWAMDikZsUczbM7JFB48HpRVlzk8gUVV2FyxRRRWZQYrzXV7L+ztXmiAwhbev0NelVy/i+xMlrFeIuTEcPj+6f/r/zrOrG8TfDz5ZnPRSHYMUk11FH/rSQPUrUFs+ODV35ZeCK4dj2FqV0udPkOCwz7ij7TYr8yhsD/YJqwLdB/Av4ipUiXHCj8BTujTlViKGd5ACsbBexIxUrE7RnipcACq8smDjuTUt3J2Kl6QsOKh0Wza/1aCAAld25vZe9Nv5ckJ3NSeE9ej03xnLo18iRGaFfKkY87uuPxB/SumlG5xYmpaJ6eRkYpeKTNFdR5IucUxhmlzxSUxNkJBOeDRUpoqrkEmao6hrOm6VGZL++gt1H/PRwCfw714Xq/wAS/EmpBlFyLOI/wWw2n8WPP61yE0011KXlkeSQ8l3OSfxqDex7lqfxd8PWYK2iz3snYKuxT+J/wrhtU+J+va3KtpbLDZ28zBNiLvZgTj7x/oBXCBFjGW61o+F4jfeLtMiIypnUkew5/pQy0ktT1G/tZNLu/KbJTG5GPcURXQY+hrsNY0n+0dOGwZljGV9/avP7iOSByCNpBxXFOFmehRraHRRsHTOf1qTIXoRiuajvLhRgAMPrU32q5YYC4+tRyHT7aJsT3qQr1GazftbSv8oJJOAAOppbLSL7U5fkRiO7ngCu10jw3b6diV/3k/8AePRfpWsKNzmq4lLYydN8P/Zl+235BlIyE7IPf3rxjxHqo1XxVd3sBIj37YmB7KMA/pmvUPil4oGmad/ZVtJi7ulIbHVI/wD6/wDKvFYuD1rrjFJWRwSk5O7Pdfh544GtwLpWoSf8TGJfkdj/AK9ev/fQ7/nXoFfKUNzLaXSXEEjJKh3KynBBr2fwv8VNPvoY7bWG+y3SgDzj9yTjqf7pPp0oM2j0amkVHBdQXUKzW80csT8q6MCD9CKe+ccU0Zy0EwT9KKj83ZwwNFOzJVj5V2ljntSNKE4UUxnJ7VGxOKVjoEdi3U16N8MtAJuBq8y9M+Vn06Z/nXCaZp8up6nb2UI+eZwv0Hc/gK+gtM0+PTrKK3iQKiKAAfQDFTIpHSC4htrRpp5UiijGXdzgKPfPSvPNd8S+Fby6kFtqC+coyx8ttjfQ+v6VQ8b3Sa7o97I8siWdjzEEbAd84BPryfyryuBvkw3GKmykrMavGXMexaBYWuuOxtbmEhRk4cE4+nWuzs/DFlbkNIvmsPXgCvnnSdQvbHUop9KZ1ukPyeWOvsfUV9G+H9RudT0e3ub21Ntcsvzx9Rn1HtQoJBUqyZpJEkShUQKo6ACs3xBrVvoGjXGoXB+WMfKvd27AVqZx1NfP/wAS/FTa5rbWdtLmwtGKqAeHbu3+FWZLU5PV9TudZ1Se/un3SytuPsOwH0FVRjtUZ603dg4zTsUSMxJpC3zGoyaCcsfemB0/hnxjqnhm532speBjmSBz8j/4H3Fe7+GvFeneKLITWsgWdQDLbsfnT/Ee9fMYbAq3YahcaddJc2s7wTocq6HBFKxLR9WFKK8U0v4x6rbxql/awXajjeMox/Lj9KKepHszzTPOKMAikqSGJ5pUijUs7sFUDuT0H50jU9K+Evh/z7q41eVMpHmGLI6nuf6V6XqMbtEYYTh5cqD6DHJp3hrR00Hw9a2Ixvjj+cgdWPJq3KAWBxyBUSKiec/EGKHSPBsdjEcPdzqvvheSf5V5laafcalqENjaxtJKx2hV65/wrqfHur/2t4rNorfuLEGNQP738R/p+FS/C11Txuivg70dVyO4GaaQNno3hDwLa+H7VWmhje5ZRvc8nPoPpXWTAxFDGAAOoqxVS8nEURbPPQU2ZrU5f4ieKF0Lww4gkAu7vMUWDyo/ib8B+pr54Lkkknn1ro/HOunW/EMxjctbwfu4ueDzyfxP6YrmOlCKtYfweppuKAaDziqAaOaU4BFN6dPzoIz3OaYD+tGTTSeKOvegB+eeuPUiimjjiigB+Biu7+FmhjVPFC3MwBisl83Hq2cD9cn8KKKkR7vLxhfzrn/Emrpoeh3eoMpYxL8q+rHgD8yKKKl7mi2Pn+0kkmmnuJW3SSsXY+pPJra8HXBtvHGmENjdOF4/2gR/WiimT1PouSTCDHU9K4D4keIG0nQpI4SRPcfuYyO3HzH8qKKOoRWh4KfXvQADxRRVMkKDjgUUUwGkfNSZoooGFLRRQAo5ooooA//Z) | ![ORCID](../images/orcidFav.png) PROFESÖRPAMUKKALE ÜNİVERSİTESİ/TURİZM FAKÜLTESİ/TURİZM REHBERLİĞİ BÖLÜMÜ/TURİZM REHBERLİĞİ ANABİLİM DALI/ Sosyal-Beşeri ve İdari Bilimler Temel Alanı Turizm Turizm İşletmeciliği ; Otel İşletmeciliği ; Turizm Rehberliği | kyagci[at]pau.edu.tr | 97BED382911DC36A |
47698 | ![KASIM İNCE](../authorimages/photo_m.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRPAMUKKALE ÜNİVERSİTESİ/İNSAN VE TOPLUM BİLİMLERİ FAKÜLTESİ/SANAT TARİHİ BÖLÜMÜ/TÜRK VE İSLAM SANATI ANABİLİM DALI/ Sosyal-Beşeri ve İdari Bilimler Temel Alanı Sanat Tarihi Türk-İslam Sanatları Tarihi ; Mimarlık Tarihi ; Kültürel ve Doğal Miras | kince[at]pau.edu.tr | E354D4C8A5FFCD21 |
28155 | ![KAZIM ÇELİK](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRPAMUKKALE ÜNİVERSİTESİ/EĞİTİM FAKÜLTESİ/EĞİTİM BİLİMLERİ BÖLÜMÜ/HAYAT BOYU ÖĞRENME VE YETİŞKİN EĞİTİMİ ANABİLİM DALI/ Eğitim Bilimleri Temel Alanı Eğitim Yönetimi Eğitim Yönetimi | kazimcelik[at]gmail.com | 2B98F912A20A2326 |