185712 | ![CAFER ÇALIŞKAN](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRANTALYA BİLİM ÜNİVERSİTESİ/MÜHENDİSLİK VE DOĞA BİLİMLERİ FAKÜLTESİ/BİLGİSAYAR MÜHENDİSLİĞİ BÖLÜMÜ/BİLGİSAYAR MÜHENDİSLİĞİ PR. / Fen Bilimleri ve Matematik Temel Alanı Matematik Cebir ve Sayılar Teorisi | cafer.caliskan[at]antalya.edu.tr | E2F5F4F0DD37F775 |
107780 | ![HİLAL KAZAN](data:image/jpg;base64,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) | PROFESÖRANTALYA BİLİM ÜNİVERSİTESİ/MÜHENDİSLİK VE DOĞA BİLİMLERİ FAKÜLTESİ/BİLGİSAYAR MÜHENDİSLİĞİ BÖLÜMÜ/BİLGİSAYAR MÜHENDİSLİĞİ PR. / Mühendislik Temel Alanı Bilgisayar Bilimleri ve Mühendisliği Biyoenformatik ; Veri Madenciliği ; Algoritmalar ve Hesaplama Kuramı | | 4D298C274B044D2C |
141282 | ![KEMAL YÜKSEK](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRANTALYA BİLİM ÜNİVERSİTESİ/MÜHENDİSLİK VE DOĞA BİLİMLERİ FAKÜLTESİ/BİLGİSAYAR MÜHENDİSLİĞİ BÖLÜMÜ/BİLGİSAYAR MÜHENDİSLİĞİ PR. / Mühendislik Temel Alanı Bilgisayar Bilimleri ve Mühendisliği Veri Tabanları ; Programlama Dilleri ; Büyük Data | | 5F39B3F8D8F6E101 |
410589 | ![MOHAMMAD KHOSHNEVISAN](../authorimages/photo_m.jpg) | PROFESÖRANTALYA BİLİM ÜNİVERSİTESİ/MÜHENDİSLİK VE DOĞA BİLİMLERİ FAKÜLTESİ/BİLGİSAYAR MÜHENDİSLİĞİ BÖLÜMÜ/BİLGİSAYAR MÜHENDİSLİĞİ PR. / | m.khosnevisan[at]antalya.edu.tr | D634D33D7D1C54AD |
219835 | ![MUHAMMET FATİH BAY](../authorimages/photo_m.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRANTALYA BİLİM ÜNİVERSİTESİ/MÜHENDİSLİK VE DOĞA BİLİMLERİ FAKÜLTESİ/MAKİNE MÜHENDİSLİĞİ BÖLÜMÜ/MAKİNE MÜHENDİSLİĞİ PR. / Fen Bilimleri ve Matematik Temel Alanı Fizik Yüksek Enerji ve Parçacık Fiziği ; Hızlandırıcı Dedektör Fiziği ; Astronomi- Astrofizik ve Uzay Bilimleri | bfatihb[at]gmail.com | 93AA3329258BE0E0 |
154457 | ![NECATİ AĞIRALİOĞLU](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRANTALYA BİLİM ÜNİVERSİTESİ/MÜHENDİSLİK VE DOĞA BİLİMLERİ FAKÜLTESİ/İNŞAAT MÜHENDİSLİĞİ BÖLÜMÜ/İNŞAAT MÜHENDİSLİĞİ PR. / Mühendislik Temel Alanı İnşaat Mühendisliği Hidroloji ; Hidromekanik ; Su Kaynakları | necati.agiralioglu[at]antalya.edu.tr | 854C3376AF558DBD |
20328 | ![ÜMİT DEMİRBAŞ](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRANTALYA BİLİM ÜNİVERSİTESİ/MÜHENDİSLİK VE DOĞA BİLİMLERİ FAKÜLTESİ/ELEKTRİK-ELEKTRONİK MÜHENDİSLİĞİ BÖLÜMÜ/ELEKTRİK-ELEKTRONİK MÜHENDİSLİĞİ PR. / Mühendislik Temel Alanı Elektrik-Elektronik Mühendisliği Optik- Fotonik ; Opto Elektronik ; Biyomedikal | umit.demirbas[at]antalya.edu.tr | 38E3E7F20F4078C5 |
126037 | ![VELI SAHMUROV](../authorimages/photo_m.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRANTALYA BİLİM ÜNİVERSİTESİ/MÜHENDİSLİK VE DOĞA BİLİMLERİ FAKÜLTESİ/ENDÜSTRİ MÜHENDİSLİĞİ BÖLÜMÜ/ENDÜSTRİ MÜHENDİSLİĞİ PR. / Fen Bilimleri ve Matematik Temel Alanı Matematik | veli.sahmurov[at]antalya.edu.tr | 0EAF295CF4F353B3 |
275430 | ![ALI DANANDEH MEHR](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) DOÇENTANTALYA BİLİM ÜNİVERSİTESİ/MÜHENDİSLİK VE DOĞA BİLİMLERİ FAKÜLTESİ/İNŞAAT MÜHENDİSLİĞİ BÖLÜMÜ/İNŞAAT MÜHENDİSLİĞİ PR. / Mühendislik Temel Alanı İnşaat Mühendisliği Hidroloji ; Su Kaynakları ve Su Yapıları ; Hidromekanik | ali.danandeh[at]antalya.edu.tr | EB271BE6E86ACF64 |
258069 | ![HAKAN ŞİMŞEK](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) DOÇENTANTALYA BİLİM ÜNİVERSİTESİ/MÜHENDİSLİK VE DOĞA BİLİMLERİ FAKÜLTESİ/ENDÜSTRİ MÜHENDİSLİĞİ BÖLÜMÜ/ENDÜSTRİ MÜHENDİSLİĞİ PR. / Fen Bilimleri ve Matematik Temel Alanı Matematik Geometri ; Topoloji | hakan.simsek[at]antalya.edu.tr | 6615D150357B8BCF |
279243 | ![MUHAMMET FATİH AK](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) DOÇENTANTALYA BİLİM ÜNİVERSİTESİ/MÜHENDİSLİK VE DOĞA BİLİMLERİ FAKÜLTESİ/ENDÜSTRİ MÜHENDİSLİĞİ BÖLÜMÜ/ENDÜSTRİ MÜHENDİSLİĞİ PR. / Mühendislik Temel Alanı Endüstri Mühendisliği Çok kriterli Karar verme ; Bulanık Mantık ; Risk Yönetimi | fatih.ak[at]antalya.edu.tr | 743E504C91E481B7 |
19314 | ![SEMAİL ÜLGEN](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) DOÇENTANTALYA BİLİM ÜNİVERSİTESİ/MÜHENDİSLİK VE DOĞA BİLİMLERİ FAKÜLTESİ/ENDÜSTRİ MÜHENDİSLİĞİ BÖLÜMÜ/ENDÜSTRİ MÜHENDİSLİĞİ PR. / Fen Bilimleri ve Matematik Temel Alanı Matematik Geometri ; Cebir ve Sayılar Teorisi | sulgen[at]antalya.edu.tr | A407F500C5DD1C7D |
236492 | ![SEVGİ ŞENGÜL AYAN](data:image/jpg;base64,/9j/4AAQSkZJRgABAgAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDAxNDQ0Hyc5PTgyPC4zNDL/2wBDAQkJCQwLDBgNDRgyIRwhMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjL/wAARCACnAIcDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD3asfxNpC63oNzZ7QZCu6InHDjpz29PoTWzTTyKkR8s3UbRzspHI4x6V1Xw8lt/wC25EkVPOaI+U7Hp6gDHUj9Aan+Jmi/2b4ikuI0IhvAZQcHG7+IZPU55/4EK5TR9QfS9Vtb1CcwyBiAcbh3H4jI/Gt90Rseh+JPDdvJO1zBi3L8sQo2g++Onb0rm9Kv7jQdagnZHWW3kBZGG3cO45HQg/rXoV9bTyW2+aWCZJF/dFY9uGP3Tkk9ePT+dee63EyXJkKqpQ7GKAYbnrx16/kRWYJ2Z7xBNHc28c8TbopFDo2MZBGQaca4r4bayL3R5NPkYebanKgnkoxz+ODn8xXbGoLImqJhU7Co2FICuwp0J5K0rCow21gaBlqlqOaeK3haaaVI4kGWd2AVR6knpWVda6iI7RBY4lGWnuPlVR644J/HA7gmlewzXkmjgjMkrqiDqzHAH41StdahvL/7LHBOq7GYSyLsDEEDAB+bPXqBwCRxXMXOrSfaU8uG4mlaQRC4nQ4QsrbWCDnblQCQFByME81oabHfI5n1CSJ5BMZoVEfMSZIIyOC2w44xyT160XFY+dvjL/yVjW/+2H/oiOij4yf8lX1r/th/6IjorQD67NNNNlmSFC0jBR6msS+8R29vG3lnc/oeKylOMd2VGDlsZnxD0Jta8PEwIrXVu4eMYGWHQjJ6DnP4CvIj4N1dELPCo9AGyc+nHSuq8ReNdWSMyRmOOIfe284yB/jVTTtVupLc3E8pdycjsQPX24P8q5ZY2UfhWh0Rwt/iNm01aOx0KzttRlaCW1AEwSU7QFOPvA4J45HvWdrSx3EaXiSebERtcIu0nJOMgdBjA9envVa8tLcwRXU5IiibeV7H2PbHA/HFYsfiKF7kxSOWV8Bo9vUY6c/WlTxsm9UOeEVtGXvCmqt4f8UW7zFkhYiOXd8uY2HDEfk2PYV7vXi1toFjqcHnR34SSMEGNlGeemehz15Of0r1DSNQQWMNtJMXkiQRl3bJbAxknufWutVoS2ZzOnKO6NcioyKeGDDIINIRVkELCoJBVlhxUEgoAz9XtY73SGLqGa2YTL+7Ln5euAOclSyjHrXOppkl+++9nMpjnLoI242q7mMHjAI+XOOpUA5A566BsSlezVyeqaYbvS9S0lOWCtFGokbCkANHljyTgpn8fxhrUpFefXtM0sSxWm68miXGyFshe4DOTgcjkDPJ6c1J4W8Tya7FeiW3FvNaTbPJAICoR8mT65Vhx+VcF4K1ZDY3NtuijBfLOwy56cKvfof8itHQtYgj8dtarHsMha3nmRiFY8bAAO4K4z7mmhtHmPxS3/8ACx9VEi4K+Sg3NuJUQoFJPqQAfxoo+KwC/ErV1AAGYegx/wAsUorQk921XxA6DMz4LcZc4C//AKqy4ZJbmKaby2UuSF3gjPbOOornr3xrY29x5iW/myHnJ7fSpLX4g2U8WyeN4TjA8pRx+J4rxXCctWj01yx0H6tBHFbyxMGkd/vDOBg46n6Co9Njdh5BADkbCM/dHfJ9cdfwqOfUbbUXBtXlkL8gEBT09QePwqrLeTwyfZ41jhQ/K6jknnpnGMe3HXpWfLK1mbpLcm8R3wlszb25zAi7R/ten5/h+ua5VdNuVguLkSbRHnrwdw9a6NgZIgqgbc/NkkDGecn3x+v1qhfSRQQiCJclhukOOTwMfTOB+da0246ImcblKwF/psjTTSssjlQoJ4GO/B9q7G31iWyS3H2hgeSxb7ynv/kf/r415JFRIyu+TaCR6HtnP9T0qx57yJH5rHCNgknliQRnk+x/KqmnLUmKS0PYNF8UIlyltLLkH1/mP8//AF+3jkEi5H/668ChneG3tpjJ8xYhW455yAfyx+VeqeE9VM1v5Ezcg/KT3HpW2Gru/JI5sTQSXPE6k1A44qfOaicV3nCVGO1ww6g1S1ddt3DNnKTp5e0yD765ZQqnqSN5Jz/AKvyCoL2E3WkTxKjO6DcqLty+OdvzcfNjb9D1HWk9ho8sn8BXz+Lru7sLtbK0mkLrLy7biMnCrgDDE4BI6DrXTaB4L0nQoRKVM9wjbzNN85DDuBjA6ZHGRnrV+HV7edFSGUyOVDiKBDI5Qnbu2gFtuT97AFX4tL1S5Zj5cVmjDkzHzH3BsfdU4wV6HdkelCdxnzb8V2DfEzVyDn/U/wDolKKd8WLYWfxL1iESvKFMPzSYycwoewA4zjpRViFjs57qYqinJPStjTvBt9dXCr5ZXtuPQnr+FemeEPC0DRJcmEZz36Zrv4tMij25VDjpxXDzylsd/Iluee6V8OnghRpGG8Dj271c1HwjdypgPvI6HHNeiqoHGKcVUjpUOipasuNVxPD7/wAO6na9Y5GUHjaf6Vkto95cJnysh+uTkkjsT/8AWr3ua2SQEbR+VZV5oNjMH3QBCxyzRnaWPvjr+NZOk1sbKqnuj57ufOsZWil+RxkYxndn/Pt0qJ/PkKLGSu5geD90dvfvnpXpXirwhdzxsdPMcjdcSIrH8yK8uvFutIu3ivo5YronhQuQxz0I75/HtW0E5eplJpa9DSbUxFAYQSqKAuTg9wO3XgGu/wDC+qb4FV2/eJ3zzmvJI7iSSGKeeBhavJt8zbjHYkEDH+Hp2Pc6JE9i4eCYXELD5QD8xBH61hiIKFn1Nab9omj2zS9RS6gAJ+dfU9avt0rzqwv5EkSWMkA4OV/ljvXc210Z4wWwGxn612Yat7SNmebXpcjJHFPtzh/rUFzPFBC800iRxRqWd3OAoHJJPYVzdr8QPC9zqX2CDWIGuN+wZDKhOccORtPtg89q6rGB2VpZW1lAILS3ighBJEcSBVGevAqVmUd+azb7WLTTLdZb+7gt0Y7FaaRUDNjOBkgZ4PepYmluJMHCoOpznA9c00gufLXxiOfirrR/64f+iI6KX4xxiL4q60isWA8jBPX/AFEdFAz6V8OBRo9uVxgoDWyDXJ+H9Ujh+02dy4ieBtw3nGUbkH8810cF/aXAzDcRuP8AZYGuGOx3N3LdH1pm8djWVrepfYLPcsiI7napbk59AO59AKvYErkeueIIdM2wRL593IcJCp5P1qrFa6pcKJLy+ETMP9TEowv4n/69Y1pFNFJLdxRtLcyI0waQEueOAF4xyUHJHU5wBXNx6lqniW7eGxvAsagSsLpM8AjAIRtvIKkgg4JIzxSUXLUHOMHY72V49Oiae6uVESDLySYUKPUmvFfHklz4ud9dtLVotGtsQRzOMGU5OXA67c8f/XyB2Oq+D2nn0nzp1trG8uVW9gQFUkfGVBAI67SoPYkHrXU6/pUP/CN3FlHCixeSVSNRgDA4AA6DgUr8mqLa5tGeIWFk8nhdOrrHIxBwfu4JwP8AgX65rT0SKN7BJMfMoy3vgnI/EAiumu7KGz0TMUAFoYcqiryPkGefr/I1zENq8D2rW7LHI5YhMkdGII5x1DVyTnzXv3O2EOW1ux1tvLNaXce2RnhcdTyR9f8APOPrXbabqCKq7iAOxz1J/wDrZrjLPY0KuhJi4Y/L90jP+H6CpIdRlUi2jYGZZCEV+Cy9wD6jv/8AXrLDVHGRjiaakjD+J3j1bmO78OWkIZdyiedmyMqQ21QPcAEn0Ix3ryUuc17DrlnpesZke1hf7SoJnRAJAeg+brkY/TB9K898QeFLvRV+0qfPsWICzDggnsw7Hjr06dM4r3oyR4zViBdTvteksNO1HUGeG3RorYzEsIyw4GeuMhRnnAx2GK+kvh1YCy8BaWvmSTvJDvfzWb5ST93BPAX7uBxxnHJr5RDMGyuQRzkdq6abxdqtnaraabrV/bwf6zyYLgqAzKNw3L1HHT+pNU0hWlfyH/GPd/wtXWt+N37jOB/0wjorkdSvbnUL+S5u5nmncKGkc5LYUAZPfgCioKPpDxXJaWt7ZzS5kRAUljTO6WIEcgdTgAfiO3Ws++1nR4M/ZtLVCiGTLzEZj/vYjDkD/e2/zqzruh3dvrbTXaiS0vggVgPuSKCNp78jcR2yT68u8G6Up0nUkNoknm3DQXCOTl1ABHPXgH2rjsr+8dsW+W8WVm8a6no+nyX0MEV3aW0nl3ERDxNFnAXlic9euP64sXGq6pNd2XiDWdJktLKSMRRTecpjiSTBBZeSrE4G44BGOB33pvC9haeGtStgUtIpoJN7sxITKkbsk9q3NEh+1+DtOhvYtxeyiSaOVevyAMCD/KmrWKbdyKDT2Yx3MLkPtGDwRjOfT/OKmj0u0s2mupBBC0nzTSKix7sd2IAz36+tVLLSH0Zfs9pqN0tkMbLdlWTyx6Kx5x7HPtir1pYWblZpWku5Rgh7lt2CM4IX7qnk9AKF2BrqyrcL/a6xRWsTLaJLHKbhhjfsYOAg7jKjnpg8Z7Lq4/cFT3FbUjcelYmonfuqZLQuLPJNY8WWWlOdGS0lN3bSBd5VfLCk7gfXPzYPr36CsKHfLo9sFBJQbxhuo3FD9D8oPPqKg8fpHbeOpVJwsiIScdDj/wCtSiCcW8BQ4ViQX7RyDgg+xUBvTk9cVjOnFJM2p1G20dToN8I7OSKVvnkU/NnP4/kBUcGqLK6vNsjnt2Uybc59j+IyOeT19MYQubm2u0trm3CMfmR1AKgYBOB3PT+IY9+lbmiEvqs9sUV3KjLI5BIKggnpwcjHpjpXK4uOps7SNR7UXVvNd288M0LS7lWM8x5Vcgjtzk/jnvU9vBFdWMtpcKHilUoy5xlSMEcV0Fnoga5DQHyw0WW35IL8Y6+uWz9KzrvT59OmOUIQklT2I9vWvRpTvFXPIrQtK6PFtSsLSDwlo1zGgWe4+0NI+OXYSIoH0ABx+PrXPde1dH4guy96LSKFZbe0e5VYjnauZHbdwR/Dj/vmqVj4fvb6BZkMKIwypdsZx9Aa7lJJXZgc9cf69vw/lRVjVrVrHUZbd3V2Tbll6HKg/wBaKm99QPrrxVFFc2nkyAMuR8ucc9c57Ecciua8LtNJeXmktql1bzZ81XRIsuOh6oR6dhwK6LWLiGC4uftDojsoEfmMFDHsBnvgGuC1NbiK7S/spDHcwPuiYdx6enqPTBFeZWqclRPod+HXNGx6VFoFmGSS5Mt5Mm0rJcvvwy9GC/dU+6gVpx7VXGeBXHaH42j1NltLpRa3hbaMnKufY+vsea6J5o40zI5UD+LGAfxrdST1RTi9mLe3W2YRRLvkPP0qW3i2W4Vzk9c9KzjqNpFzEQ7k4yvzHP0FI32i6by3YohHQHn8ew+lHW5p7OXLroaW7eDtkyB1rPuerE9BV1FWOMRRqAqjGB0Fc74n1IafpcpRsTOpCY+nWpk9LkJXdkeAeOL5dR8X6jMnKrJ5Y/4Dhf5g10OkXluLUyyiSRUH75A4DFQ2Ny+4+TA4Hyn8OD2s7KTna569q6rTra4j8O3VwynD8oNuN3JBOcYP0qsRBciTJw8nztnW+XDDJbWNxOLiKZd9o8Y5HHT2yOMetX7K0NklvHHGC8SfM2MF8ZI5992fxrjtFacwxRzSbUtmEm5jxEOTz7ewycngZ69QmpT3MMbwlggXyY5XUdsc/wA+B0JAzzmvNqRcXY7k7o9SsLiJLTc6kzNgFR6hcgHHTp/StKW2gkhEUiKyEAbWGRXnUTM1gGcGB3QmR0bABHY4x6ntWh4T8YLr11LayArJA205/iHZq76fw3PNm05WPNvHnhJvC2sJJAoOn3l0Xh5yRlcMp+hbj2P1rnNMmeGzWBSSI2YdOvzHqa+ivGHhyLxL4dksGcRyK6SxSbd2xlOc4yM5GR1714PPos+malPaT7hskJ5BGM9xnsfvA+hrpUrrU5pKz0OE8QktrlyT1O3/ANBFFO8RjGvXI4/g6f7gorZbEHW23ivVf7Y+0Xl/LdNK6mYSMW4B469MZ4HGOntXoMV08Qicj5JAFkiPOQQMAH1GDXmelaD5kkE13d28Cs4xEXJkdeOVAB45HJxnqOOa7sMsNiITII7h285vNCgrnPLA8DoMjt+FedjYqTXLudmGk4p32L13aI85LIq5G7cqhcr2PXqPy4PFXtD8bvY3Z0bXGaSNFHl3mMkLjrJyeOMb/wA8dalkgiUaatwjRzyRlSGXpyAFPoeTx9fQ1yurWUOrRo4URXEUhiXC7sEEhlPXgjnnnHoOTjRjKD8jolUjJeZ7LbKrxK8O2WNwGR0IIYHoQatx27L8zAL7Zya8n8J+Mm0q+ezlmC6bjOy5n3NG3fy27r9cevHfux420+eyS5tw8sTgneuCB65wa63JLdi5pS21Ny6kW3gJ7+nqa4XxPDJdW7qfvujAe2RW0uqwaiiyrKJAfulCCtLDGl1diOQcdge9ZSalohxTTuz5x08JJFc20kZ88r8gx3B69c+3GeCemMjpw6wW1rAu4RFlyTkZOAW46dTj6UnjDQjp9yt1boRMkhik+Tq68bse4A/T1qHRZorz7NbEjazFdo524BwSDjJOCOMjheRWlZ+0gpLoZ0V7Kpyy6l/TIFku71Jl+YyKfL2/xbWyo/z2q3Nc3Vteb7VSm8AIQnDLxwRjnkDrVcRyWwkaIiR55Q6lSG+ZAOnqDvU59zWsupyNYwSxpHMYiyu5Ubo2Yck+meeST2HFedNtyv0O77JuT20mr6DH9kiMfmrukWNuSOrDn3/mPeua8KW9zpuviZkkjl3HdG6bWI6scdsdfwNdT4Xu0jt0j+dMBcEklRjAwcjgcdR610t5ZRyGO6MSsyj+JQQykcqR3BB/wrqozfJY4asPeudPbyiW3UnuK8/8daGBcrqUcQIKhZMAnOCcMf0H4CteC/nSCSEM4t8bA4wSgPGSc5yOuO/TI61t3Ngr6e0TYZWBBAGAB6Dviuy2lzlbu7WPkfxWB/wkt5j/AGP/AEBaKu+PrQ2fjnU7Y4OxkAx6bFI/SiuiOxiT6Pf/AGW+ilBzIrFxgcKR0P58/hXbaNFeQmTWpZVgkkZTbmXldu8bmLYwMdMcdTiuS8FwXFz4nt0t4hJ8r+aDjAQqQx546HvxnA716ZcRvaaWRepbkqnkrDFESFZdxj6MegOeADgg96Xsk58wOpyx5TnEvpbm7F410hneZY0iC4EZUjHbAGSDkA9QDtyM3rK0e8sJ7GOAk2hAJh+Ytv8AmUuwwGbJKnGAeue5guxbaLPfWu2JldWWVhGoKxsQC67lL8q3PbtklcFqyg2DW6XbzrBcpKiQxYEPJG59xxnD4K9Rhd2MbamnTSVi51G3ct+TLqkUVvcxTfaJvMyfM2wQ7QF3ENjADHpzxnHUVHbxXOj6ldwQwX00SzmNmA3Eks2AeMEnafc54qC4srOaJbqVreKNkSJXbIkYEHbKoKoVTIRMhccHBUkmtGBzcS6fFepJZxSwy3Ekc80O4RFyYwrSHdhcsSSNxAP3goAc8OppphCu4u6E0/V4NO1SO4icCznby7iIjaY5OmSD9054P69K9BE8bskkeQR0xXjviKw+z3m8FJllTzDMWVllXgZZy5DPktnbgDAI+9xlS6lqNtC7Wt5cvaqShVnZl2tnAJ6duPXBrmeEkl7jO2GLhJr2mnoeh+OZ7W6jeIOrSP8AfKc4IyOT7d+/p1yOI0yC3tLy3na98uZGR5oSMn5ZNuw9DnC54z0HenWr38kkEmo28qC5ka3RlYbi4AyNvXIJBIxTZ7uK2vha2EgdWLeU6JmRpCApXco3ZPYdMscjBNKjCcXKE1uduYSwzowlQldrct6XeyJF9nm+aS3kbKSKoB5wQcd+oI7Ad6vWwEmvK8JTy35kDnaAvUk846c/iRzWbHcGdri4YGKcnZOoGzEuSN5HYkDkdiT0zU2korXU8buT5qYJzzjODj1JGenrXJWhaTZz0p3ijpNFWea/jfGQEUuo6NtP69M/WvU7WFZIDG2Cy8HH6V5bp8620TSLIq+UdrhRggE8EHOMHOfwPrXpui3sNxaJJG6MzjczKMAn/P8AKrwyWpnWkZVqjWHiCeFv9XJgqCPausGHix6isfVrYG6guAME/IT6HqP61p2rkxAGuqKtoYSd2fLHxZTZ8TdYX0MP/olKKk+MH/JUtY/7Yf8AoiOiuqOxzPc3/BNt/ZulSarLYicO2Q3nrHhFBBAP3gc5b5eflBHSus065u3itptPhhu5BI0ty0Sg4U7RuAKqocvu2ggt8q8kYDX7ZRpVtb+TEIorW1KrLNMqOxRHXYinJL5wRkY+/gYNV1jinW20vTL68utKlCuzOxCxlnKDP8WAckrgZxkdeOlLQ5m7shu7WOXVHSXURLdsjJZM7+XaLkhpPL5J8sK2weqg4I/h482lxDbySxNAg83yHWSRTKsYkKBSm0njKdScbRjjp0+pwz6a2oRJdM4mRY4V5KeUQSz+YG2h+WUg5yXJGc1F4isIY9MktrC3u0SOT7VCs0ZeJUxIT5b4BCEBiueGz0zuIlrqUmVUvtLtVT7dHFPBcvHbXEbkO0MfzMclI124JQBechSPl2jaljdxWV5JJHGlykd21vbRxxrbTOVGI1O1Aw6Ak5weAQMmsS9u44obxLO6nDu5hKeYQFBKOeTzncCueM7e5JottSkW7ZJ3YGR9/nXblJAChDH72cNkB8sSRgAZTh3Cxt3EFpbNbWKJLHYTRRy2qy258y6lDYLbQdynDHBGMheCSSC2znkttGubSztIHuPJMk0ssoEkLeW2VXb8wy7jaRlW84qT1Ao2GoR6dqT6nvOpCylS3ha6U5KheCDnhl5OG+UBThsgGr+nPZXlxpk0U5lNmheSDAbzCE3xovQsQSRgZK/MdyjbRa2o73KE9qsUsxSCS/jjYQpcoheNHCtslAWRl3MXjYgqSdz4GQc13g81576+szPaxTxyXZkVhK8nljcq7goUEsudoJUYPKgZ0rLT9R0q1ja3SeKSSRWibauy3iVTvZ9/IYFjkFQpAYgkAYDfLFfyLLpdm2ogu7eYFRYmCHaVOcsNmPlOF+XcMglgmFzGj09ZmuHs7uIKk4AkuFYRyHauSWYk7icll6DJOdoyNHSJFO24eMAEGMsCSoOM4yM4yCDjryOpBFNW7nsrUaRbwI1x9pRhOh3l0VnPPl5KDAGVJJxk981LcmOMQvBY7VLFGubY+ckiBjkFgMHgZK7RgKp5GFGFbCxqI2p13Bk/iCT7PYhcrHKUOWLgbvQe5+UnPGQRV7wVJqOl6cpkJi3yM4RiThewIJ4PU8VBFfx3WqW5dCzStIFJQYyFU7BjBUjJypAGeQBnFbwVp5JMquxTtGB3rjlT9j7pq6vPqdha61b6jbNbzny3YYGfXsQfwzWrp85KbJCNw64PBrz1GJj2sm1QTkE9gP8A9VWYby5gkiaKSQbjjGcrj/JpqQ+bueP/ABfOfijrJ/64f+iY6KPi9EYvihq8ZbJAgyf+2EdFdcdjF7ntvhrwuNWtbPUrm/nktnRWghjYqpAQKsmD91iATnqNwxjFdcnh7TU2KkUi7EaNAszqFVjkgAHA5P8AL0FFFc1StNy3OiNKC2RSvPCsJ05LKykFvakOkkZBbcjdcHOQRk4zkc8g1yN/Z6h5upaU5V5JY1uJ3lk3FsblJ5BGAWUADBwq4IOSCiuihOT3MKsEtjk5tO037LDqWnXO5bdtryyKUVlEmHLgLuP+vhwRk4Dei1Xh0CW+00W8EFotxMXKvKSxE0Yy4U4yvABOSyktxjJAKK7GlY5upnJKba5extp5oJm8lIIkkLJKGBO5zhcDOOgzg4561JZNo+n30drI8rWr4nWUFgzYOWWMrtJ3MoAMmNu0nGTRRWYG7bpBc+F7vxDcXkxC/vXDDJV/MC7BgANmMqp3KRhsDA3Cr2s6ENQtdSjeJDew3cY8+Sdg6swjJVWCncOQAWAxu6DYNxRTYI4y7+ykS3MjEo8QSLyeVaXA3bgVU7CrrnGMZUAHbwt3NPYaElxaXO+zvHlIAT5t+BG+S3OCN+OvXnnkFFUI19Ma7eayRbi1iuLe1VirxkPNCQoGSoI4yoGWycAnGBjp7K4BZkEZwg6k8kmiiuHFbo3pbCsxkchAAvRuO5PNbGkQpNqlpFtyGlXg9MDmiiuenuaSPFPjQMfFrWx/1w/9ER0UUV2EH//Z) | ![ORCID](../images/orcidFav.png) DOÇENTANTALYA BİLİM ÜNİVERSİTESİ/MÜHENDİSLİK VE DOĞA BİLİMLERİ FAKÜLTESİ/ENDÜSTRİ MÜHENDİSLİĞİ BÖLÜMÜ/ENDÜSTRİ MÜHENDİSLİĞİ PR. / Fen Bilimleri ve Matematik Temel Alanı Matematik Uygulamalı Matematik ; Matematiksel Analiz | sevgi.sengul[at]antalya.edu.tr | 90BDD8D183BFCADE |
291981 | ![AISSA HOUDJEDJ](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) ARAŞTIRMA GÖREVLİSİANTALYA BİLİM ÜNİVERSİTESİ/MÜHENDİSLİK VE DOĞA BİLİMLERİ FAKÜLTESİ/BİLGİSAYAR MÜHENDİSLİĞİ BÖLÜMÜ/BİLGİSAYAR MÜHENDİSLİĞİ PR. / Fen Bilimleri ve Matematik Temel Alanı Moleküler Biyoloji ve Genetik Moleküler Biyoloji ; Genetik | | A5F85E8A9907CA9F |
257959 | ![ALİ ENGİN DORUM](data:image/jpg;base64,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) | ARAŞTIRMA GÖREVLİSİANTALYA BİLİM ÜNİVERSİTESİ/MÜHENDİSLİK VE DOĞA BİLİMLERİ FAKÜLTESİ/ENDÜSTRİ MÜHENDİSLİĞİ BÖLÜMÜ/ENDÜSTRİ MÜHENDİSLİĞİ PR. / Mühendislik Temel Alanı Endüstri Mühendisliği Modelleme ve Optimizasyon ; Yöneylem Araştırması ; İşletme Yönetimi | engin.dorum[at]antalya.edu.tr | 911F0093B8C8B1B7 |
257956 | ![ANIL KAYAN](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) ARAŞTIRMA GÖREVLİSİANTALYA BİLİM ÜNİVERSİTESİ/MÜHENDİSLİK VE DOĞA BİLİMLERİ FAKÜLTESİ/BİLGİSAYAR MÜHENDİSLİĞİ BÖLÜMÜ/BİLGİSAYAR MÜHENDİSLİĞİ PR. / Mühendislik Temel Alanı Bilgisayar Bilimleri ve Mühendisliği Bilgi Güvenliği ve Kriptoloji ; Algoritmalar ve Hesaplama Kuramı ; Yapay Zeka | | 5B0B6C912C18F3A3 |
260801 | ![CANSU ALTAN KOYUNCU](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) ARAŞTIRMA GÖREVLİSİANTALYA BİLİM ÜNİVERSİTESİ/MÜHENDİSLİK VE DOĞA BİLİMLERİ FAKÜLTESİ/ENDÜSTRİ MÜHENDİSLİĞİ BÖLÜMÜ/ENDÜSTRİ MÜHENDİSLİĞİ PR. / Mühendislik Temel Alanı Endüstri Mühendisliği Optimizasyon | | 886E97C21501F8B7 |
384282 | ![FATİH ÇÖKMEZ](data:image/jpg;base64,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) | ARAŞTIRMA GÖREVLİSİANTALYA BİLİM ÜNİVERSİTESİ/MÜHENDİSLİK VE DOĞA BİLİMLERİ FAKÜLTESİ/MAKİNE MÜHENDİSLİĞİ BÖLÜMÜ/MAKİNE MÜHENDİSLİĞİ PR. / | fatih.cokmez[at]antalya.edu.tr | A4A06AFBF77EA132 |
312019 | ![HALİD AKDEMİR](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) ARAŞTIRMA GÖREVLİSİANTALYA BİLİM ÜNİVERSİTESİ/MÜHENDİSLİK VE DOĞA BİLİMLERİ FAKÜLTESİ/İNŞAAT MÜHENDİSLİĞİ BÖLÜMÜ/İNŞAAT MÜHENDİSLİĞİ PR. / Mühendislik Temel Alanı İnşaat Mühendisliği Su Kaynakları ve Su Yapıları ; Akışkanlar Mekaniği ; Hidromekanik | | 6BA30CE548780B30 |
274127 | ![HATİCE ERDOĞAN AKBULUT](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) ARAŞTIRMA GÖREVLİSİANTALYA BİLİM ÜNİVERSİTESİ/MÜHENDİSLİK VE DOĞA BİLİMLERİ FAKÜLTESİ/ENDÜSTRİ MÜHENDİSLİĞİ BÖLÜMÜ/ENDÜSTRİ MÜHENDİSLİĞİ PR. / Mühendislik Temel Alanı Endüstri Mühendisliği Yöneylem Araştırması ; Modelleme ve Optimizasyon | hatice.erdogan[at]antalya.edu.tr | 6DDF7D022E816085 |