60797 | ![ŞAHAP KASIRGA YILDIRAK](../authorimages/photo_m.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRHACETTEPE ÜNİVERSİTESİ/FEN FAKÜLTESİ/AKTÜERYA BİLİMLERİ BÖLÜMÜ/AKTÜERYA BİLİMLERİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı İstatistik Aktüerya ; Risk Analizi | kasirga[at]hacettepe.edu.tr | 82F9FC4A750C112D |
19415 | ![FATİH TANK](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRANKARA ÜNİVERSİTESİ/UYGULAMALI BİLİMLER FAKÜLTESİ/AKTÜERYA BİLİMLERİ BÖLÜMÜ/AKTÜERYA BİLİMLERİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı İstatistik Aktüerya ; Risk Analizi ; Uygulamalı İstatistik | tank[at]ankara.edu.tr | 6C81D6E9689C1113 |
56157 | ![FURKAN BAŞER](data:image/jpg;base64,/9j/4AAQSkZJRgABAgAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDAxNDQ0Hyc5PTgyPC4zNDL/2wBDAQkJCQwLDBgNDRgyIRwhMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjL/wAARCACnAIcDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD3+iiigAooooAKKKKACiiigAopFZXUMrBlPQg5zS0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFUdU1jT9FtvtGoXUcEZ4Xe2Cx9B6mqniHxNpvhmy+06hNtHZByTXzV428ay+KNekuyGjhA2QRk8qucj8aTY0j1HUfjdAJCmnWG47ePOPfvnBrzzVfiHrV/qDXjX08T5OFhcooHTGM9MetcK9y4yCB8/IOcAn3piysYgTknoMUF3S2Ojk8U332pZlu7lZB8wKytwfbnjtWxo3jvWtJ1JrqDV5ZC/LrM25XPTLA9TXDs/lqN2CTz705Tvx1JJ4HtQFz3/w98ZYJYVi1e3d5d3M1uoxj/dzz+H5V6ZpmrWGs2i3Wn3Uc8TAH5TyvsR1B9jXx3bs8cylSd+cDk1vaR4i1DRtSivbK7lhmRsuVJKuPRl6NRcTVz6zornvBnimDxdoCX8SmOVW8ueM/wALj09iCDXQ0yAooooAKKKKACiiigAooooA+Y/i7qT33j67iR9ywBYQobOMD/E1maF4TW7QzXYJY/dQ9vrUrwQXnj3UpSxlX7VIysx6/McE13ljAqEbQOlctao1ojvw9JP3mcRc/D2eUE2u0Ac4PeufuPCur2rOktlKBnGR6ete6WkYU8960xFG64Kg5rONaSN5YaD1Pm8aBqfmKhs5TnuBmtqHwbqLRK8kTo2MhMc4r3yO0gjAAiQD6ChreDeXaIMcYrR1WZrDRTPErXwJqE6mbYFTnORhvqBSXvhGe0tTK7sHxkD157/hXskiYGMcVRu7WOZSrKCMYrP2srmjw8LaHA/C3xVNoniO305pxHY3cwSZCo+8RhTk9OcV9HV8p6tYrY+KtgTKmVWUZxxuHHtX1WowoHtXZF3VzzKkeV2FoooqiAooooAKKKKACmykiJyDg7TzTqDQB8m6PFN/b8srMS28lsnr7mvSrJhhT61yUdi1hrurxyLhoruSP8Axx/Srv9oXMa/udqgd2rgq6yPWoK0Ed7AuQDWhEhwM15m/jK9sAqs1u5PbcCfyrc0fxot6yLIUBPHHrUtW1NlK+h3BJpCCRWfJqDLB5gXIrnL7x4LGUxiFZCPQ01ZhsdXKMdao3LYjJHUVhJ4qur9VaG3QZ5G48VoR3n2hRuUo/daGg5rnm+ryG41ZpXAyJAo45r6dj/1a/QV856/p5m8VWFvCMtcSrhMdSWFfRwrsp/CeVXVp2CiiitDAKKKKACiiigAqC8n+y2NxcAbvKjZ8euBmp6rajF5+mXUQGd8Lrj6gihjW+p4JBcHV9UubycKsl3MZXCjAyQO1XtQ8NC5iO1vl9KxrIm3unUdUcZ/IV29lcCSIA15ru3dntxilpHY5SDwlbLqlvfGKRfK27oww2vjpk9ewq/faTaxzfaYYRFKXyQoworqRErdB0rK1U7Z0hUZJ5OOwpym2rMr2UYu6NpedLVe5GDXO6j4ct7iG5iEABuE2+ZjJX3Ga6JcrZR8dKlt5Y5V29D6GknZjcU9zi9P8HxWthHbb5HmD72mICEjAAGB9K6K205oIfnbJUcE962TEFGcVWuZBsIqpNt3ZKgkrI5CeQWfjay1JwpgsYzNIGJxnJC9O+f5V7VY3aX9jBdxjCTIHA9M15LHCJdRu1Zd3mW6gfmf8a9W0m0NhpNrak5MUYUn3rooybduhwYqEVFS6tlyiiiug4QooooAKKKKACiiigDwLWrWOx8SXsERBUTPyO/P+RWrpsnAFaHxC8Ox6XcxarbuxS5nPmIRwjEZ4PvzWNYScg+1cFSLUj16M1KKaOrgICZNcbrzatFftNaFWV2HJXdwO2K6L7RiAnOABk1ijW9PDjzbpBnoAck1KV9zZzeyL9tqup3ts8Udt9nbaMPMMrn1wOTWhYx3LwK9y6C5HXZwprPTWtLKh1vA3bYFOc0yXxFZQRtJ5+0LyQVOfyq3GIr1Fujp1mLRYbg1QuW+9TLS8W6hWRGBVhkEUy4fCMakHPQn0C0W71uPHXcA2TxtHzH+Vel1yXhHRDHDFqcsgPmAtGgHTPGSfp/OutrrpRtHU8vEzUpWXQKKKK1OcKKKKACiiigAooooAwPGelNq/ha7gjXdMg82IDuy84/EZH414vYXu3GT0r6HrwTxzbWmmeK7g2TKbaVtxCdEk/jX8D27ZrCvG/vHVhp2902IZI54sMAUYYIPQ1V/s2zictHZQqe21QKx9P1QLhS1dDbXccmDkGuZHfGVh0TMnypaqB3Oea0Yo4wN/lgH3oR42weKWWdVU4Iq3doHUfVkDhbZyYwFU9hUBL31zDaQ8yTOEH41SvdRRCcsOPep/DusWuh3cOvawrR6fJL9limIz5bkE7yPTgj8acIXdjCpU5Y3PYLeFLa3jgjGEjUIv0AxUlRW9xDdwJPbypLC43I8bBlYeoIqWuw80KKKKACiiigAorI1bxToWhg/2lqtrbsOqM+W/75HNeXeI/j9Z2zPD4f05rphwLi5O1PwUcn8SKAPaK5vXvH3hfw0GGp6xbpMP+WEbeZJ/3yuSPxr5l8QfEnxZ4iDpeatNHA3/ACwtv3SY9Dt5P4k1x5JBJ7nvQB7p4r+PoubOez8OWM0DyDaL24IDIPVUGefQk/hUPhzTE1fwNYpcuxllVpvNPJDsxOT65zzXh+cmvffA0ol8HaWwxxCF49iR/Si19CoOzuctd6ddaZcmGdSrD7rDow9QaWLUbi3PU4FekXFpBfQGGeISJ2B6g+3pXM33hK5hJe3RpofQfeH4d65p02tjuhUUtGZSeJplXaFJp/8AbN3cjAGAaRNGUv8AMCDXZ+GvBS3ZWe4UpbjkZ6v9Pb3qY+87JFztFXbMTQPDVzr10C5ZbdTmSQjp7D1Na3xctIbH4dRwQII44rmIRqO2M16Xb2sNpAsMEapGowABXlvxvvfL8PWdn3muAf8AvkE/4V2QhynBUqOR4xo3irW/D8u/SdTuLXnJRHyh+qng/lXp+gfH6/h2xa/pkVyo4M9qdj/UqeD+BFeLt8kmccGn4BGRxTsZn1voHxI8LeI9qWmpxxTn/lhc/un/AAzwfwJrq85r4dR+cd66rQPiD4l8OFVsdTlMI/5YTHzI/wAj0/DFKwH1xRXiWi/H5CoTW9JOcf62zbqf91v8aKLAeEPJJKxZ3ZiepJyTSKm6lAyakb5EJAzTAidecVCy1Z4KbhyD3qMjIpAV1XLV7d8L38/wfHH1MM0iEenO7+teLAYPFewfByFxBqDb8wvIqsn91scN+OcUIcdz0KOMqwbtVvUdc0rw/ZxT6hcxQmYlYlf+M456dhT2RYo2ZzhV5J9AK8D+IVzqt/rQ1S7iljsWPk2yNxsUdvYnqT3/AApvQ0PRLr4gaS1k8iFL29dj+8jtcKnpjd/9es/T/i7qui3UK39o91YZxIs0qm4x/eXAA/A9a820qbMm8kfIM5I4Qew7mux8CeCX8ZanLqN+sqaVC2B6zv6Z9B3pFyS5T3/StYsdc0yK/wBPm82CVQRkYYZ7EHoa8c+OchN3o8eflCytj3+UV2cOiXfhNzc2DNJBn51JzlfQ/wCNebfGPUFu/EVhGhyI7Tfj03tx+gFUjGStseZSpuQkdQc1ErVcwNnvVd4+SwoJI29c809W3Co25HPA9KcgpASUUgooAIxjmnse1N6KKh3mR2B/hOMUAIQUkOwgoeo9KeR60d6WgBh+9XtPwQVZYNViboWTP4g/4V4sa9e+BspGp6nHngwo36n/ABoQ1uexrZBlxOASeCPX3rivGvh2PU4LqyKjE0eYzj7rjofzr0McmuW8aXUen6Td30hI8mF2yPXHH64oZcWfN+nW86xSQGMpNI4hQtwqHdtOT6+tfVui6Vb6FotnplqAI7aMJ/vHux9ycmvlO2y2jTZJILAv3Ktnhv8APrX074N1hNf8JadqHHmtGEmHpIvDfyz+NJMqa0X9f1/S6G9gEYOCO4r5y+LSRx+PbiONQoW3jGPwr6Nr5u+LEgf4iagP7kcS/wDjoP8AWmjI4on5cUw85OOKceBTVJ9aYiNgD1FC8fSnMMmmtwaAGhsORRTJuHyKKQEx+8KrKcXLj15oooYEtOHSiigCNq9R+CkpXxPcpnhrX+TD/GiihDW59AAV5P8AG3UjbaBFZoSDczAPjui8kfniiik9ionlGlIBEYeCSh2n+8uOhr1P4M6iyLqOlFiY02zoD2J+Vv8A2WiiqjsaT2/ryPXAcivmL4jy+d8Qtbb+7MF/JQKKKRizlmPGKaKKKYgPBz6c1Ax+YUUUANlHIoooqQP/2Q==) | ![ORCID](../images/orcidFav.png) PROFESÖRANKARA ÜNİVERSİTESİ/UYGULAMALI BİLİMLER FAKÜLTESİ/AKTÜERYA BİLİMLERİ BÖLÜMÜ/AKTÜERYA BİLİMLERİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı İstatistik Uygulamalı İstatistik ; Yapay Zeka ; Aktüerya | furkan.baser[at]ankara.edu.tr | 795275A9E79CCAEC |
182213 | ![GÜÇKAN YAPAR](../authorimages/photo_m.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRDOKUZ EYLÜL ÜNİVERSİTESİ/FEN FAKÜLTESİ/İSTATİSTİK BÖLÜMÜ/RİSK ANALİZİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı İstatistik Aktüerya ; Risk Analizi ; İstatistiksel Analiz | | 7B30B6C68FFE8AFC |
164998 | ![AYŞE SEVTAP KESTEL](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRORTA DOĞU TEKNİK ÜNİVERSİTESİ/UYGULAMALI MATEMATİK ENSTİTÜSÜ/AKTÜERYA BİLİMLERİ ANABİLİM DALI / Fen Bilimleri ve Matematik Temel Alanı İstatistik Aktüerya ; Risk Analizi ; İstatistiksel Analiz | | 5D9BB2E326651D98 |
41886 | ![ALTAN TUNÇEL](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRKIRIKKALE ÜNİVERSİTESİ/İKTİSADİ VE İDARİ BİLİMLER FAKÜLTESİ/AKTÜERYA BİLİMLERİ BÖLÜMÜ/AKTÜERYA BİLİMLERİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı İstatistik Olasılık ve Stokastik Süreçler ; Risk Analizi ; Aktüerya | atuncel[at]kku.edu.tr | 2A55A85D6BEBE624 |
183058 | ![CANAN HAMURKAROĞLU](../authorimages/photo_w.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRKARABÜK ÜNİVERSİTESİ/İŞLETME FAKÜLTESİ/AKTÜERYA BİLİMLERİ BÖLÜMÜ/AKTÜERYA VE RİSK YÖNETİMİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı İstatistik Olasılık ve Stokastik Süreçler ; İstatistiksel Kalite Kontrol ; Aktüerya | cananhamurkaroglu[at]karabuk.edu.tr | 240C85F459108276 |
143188 | ![İDİL YAVUZ](../authorimages/photo_w.jpg) | ![ORCID](../images/orcidFav.png) DOÇENTDOKUZ EYLÜL ÜNİVERSİTESİ/FEN FAKÜLTESİ/İSTATİSTİK BÖLÜMÜ/RİSK ANALİZİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı İstatistik Risk Analizi ; Aktüerya ; Uygulamalı İstatistik | | FCDB659E3D7A0C3A |
224988 | ![SERDAR NESLİHANOĞLU](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) DOÇENTESKİŞEHİR OSMANGAZİ ÜNİVERSİTESİ/FEN FAKÜLTESİ/İSTATİSTİK BÖLÜMÜ/RİSK ANALİZİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı İstatistik Risk Analizi ; Aktüerya ; İstatistiksel Analiz | sneslihanoglu[at]ogu.edu.tr | E1608F79C2233B2E |
189438 | ![ÖZER BAKAR](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) ARAŞTIRMA GÖREVLİSİKÜTAHYA DUMLUPINAR ÜNİVERSİTESİ/KÜTAHYA UYGULAMALI BİLİMLER FAKÜLTESİ/SİGORTACILIK VE RİSK YÖNETİMİ BÖLÜMÜ/SİGORTACILIK VE RİSK YÖNETİMİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı İstatistik Aktüerya ; Demografi ; Veri Madenciliği | ozerbakar[at]gmail.com | 928745F9DFB126FD |
15731 | ![RÜMEYSA KARATAŞ](../authorimages/photo_w.jpg) | ![ORCID](../images/orcidFav.png) ARAŞTIRMA GÖREVLİSİKARAMANOĞLU MEHMETBEY ÜNİVERSİTESİ/KAMİL ÖZDAĞ FEN FAKÜLTESİ/MATEMATİK BÖLÜMÜ/MATEMATİĞİN TEMELLERİ VE MATEMATİKLOJİK ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı İstatistik Aktüerya | | 2C66F348435566F2 |
170388 | ![FUNDA KARAMAN](../authorimages/photo_w.jpg) | ARAŞTIRMA GÖREVLİSİHACETTEPE ÜNİVERSİTESİ/FEN FAKÜLTESİ/AKTÜERYA BİLİMLERİ BÖLÜMÜ/AKTÜERYA BİLİMLERİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı İstatistik Aktüerya ; Uygulamalı İstatistik ; Demografi | | 4CCA49BDB9E90891 |
144679 | ![GÜVEN ŞİMŞEK](../authorimages/photo_m.jpg) | ![ORCID](../images/orcidFav.png) ARAŞTIRMA GÖREVLİSİHACETTEPE ÜNİVERSİTESİ/FEN FAKÜLTESİ/AKTÜERYA BİLİMLERİ BÖLÜMÜ/AKTÜERYA BİLİMLERİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı İstatistik Aktüerya ; Risk Analizi | guvensimsek[at]hacettepe.edu.tr | 316F24C9ABAD149E |
136360 | ![BETÜL ZEHRA GENÇGÖNÜL](../authorimages/photo_w.jpg) | ![ORCID](../images/orcidFav.png) ARAŞTIRMA GÖREVLİSİHACETTEPE ÜNİVERSİTESİ/FEN FAKÜLTESİ/AKTÜERYA BİLİMLERİ BÖLÜMÜ/AKTÜERYA BİLİMLERİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı İstatistik Aktüerya | betul.zehra[at]hacettepe.edu.tr | EC47AA4AD55FB4FF |
246723 | ![MUSTAFA ASIM ÖZALP](../authorimages/photo_m.jpg) | ARAŞTIRMA GÖREVLİSİHACETTEPE ÜNİVERSİTESİ/FEN FAKÜLTESİ/AKTÜERYA BİLİMLERİ BÖLÜMÜ/AKTÜERYA BİLİMLERİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı İstatistik Aktüerya ; Veri Madenciliği ; Yapay Öğrenme | | 5E5D19244BDB52EB |
128034 | ![EZGİ NEVRUZ](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) ARAŞTIRMA GÖREVLİSİHACETTEPE ÜNİVERSİTESİ/FEN FAKÜLTESİ/AKTÜERYA BİLİMLERİ BÖLÜMÜ/AKTÜERYA BİLİMLERİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı İstatistik Aktüerya ; Risk Analizi | ezginevruz[at]hacettepe.edu.tr | 978B2C814F8829E1 |
303808 | ![GÜNAY BURAK KOÇER](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) ARAŞTIRMA GÖREVLİSİANKARA ÜNİVERSİTESİ/UYGULAMALI BİLİMLER FAKÜLTESİ/AKTÜERYA BİLİMLERİ BÖLÜMÜ/AKTÜERYA BİLİMLERİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı İstatistik Aktüerya | gbkocer[at]ankara.edu.tr | 1E57F573AC8E3942 |
341008 | ![EZGİ UÇAR](../authorimages/photo_w.jpg) | ![ORCID](../images/orcidFav.png) ARAŞTIRMA GÖREVLİSİANKARA ÜNİVERSİTESİ/UYGULAMALI BİLİMLER FAKÜLTESİ/AKTÜERYA BİLİMLERİ BÖLÜMÜ/AKTÜERYA BİLİMLERİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı İstatistik Aktüerya ; Olasılık ve Stokastik Süreçler ; Demografi | | 4F6BD8AB22397D79 |
141084 | ![PERVİN BAYLAN](../authorimages/photo_w.jpg) | ![ORCID](../images/orcidFav.png) ARAŞTIRMA GÖREVLİSİDOKUZ EYLÜL ÜNİVERSİTESİ/FEN FAKÜLTESİ/İSTATİSTİK BÖLÜMÜ/RİSK ANALİZİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı İstatistik Aktüerya ; Risk Analizi ; İstatistiksel Analiz | pervin.baylan[at]deu.edu.tr | 1A3B1508B8F855C3 |
218119 | ![MERAL ŞİMŞEK](../authorimages/photo_w.jpg) | ![ORCID](../images/orcidFav.png) ARAŞTIRMA GÖREVLİSİORTA DOĞU TEKNİK ÜNİVERSİTESİ/UYGULAMALI MATEMATİK ENSTİTÜSÜ/AKTÜERYA BİLİMLERİ ANABİLİM DALI / Fen Bilimleri ve Matematik Temel Alanı İstatistik Olasılık ve Stokastik Süreçler ; Aktüerya ; Risk Analizi | | 5E673392684B5060 |