17942 | ![MUZAFFER DÜGEL](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRBOLU ABANT İZZET BAYSAL ÜNİVERSİTESİ/FEN-EDEBİYAT FAKÜLTESİ/BİYOLOJİ BÖLÜMÜ/HİDROBİYOLOJİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Biyoloji Hidrobiyoloji ; Limnoloji ; Ekoloji | dugel_m[at]ibu.edu.tr | A4B7C01081EFD4C0 |
41821 | ![HALUK DENİZLİ](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRBOLU ABANT İZZET BAYSAL ÜNİVERSİTESİ/FEN-EDEBİYAT FAKÜLTESİ/FİZİK BÖLÜMÜ/YÜKSEK ENERJİ VE PLAZMA FİZİĞİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Fizik Yüksek Enerji ve Parçacık Fiziği ; Nükleer Fizik ; Hızlandırıcı Dedektör Fiziği | denizli_h[at]ibu.edu.tr | 1414F530D4C71B5A |
126881 | ![NACİ SÜNEL](../authorimages/photo_m.jpg) | PROFESÖRBOLU ABANT İZZET BAYSAL ÜNİVERSİTESİ/FEN-EDEBİYAT FAKÜLTESİ/FİZİK BÖLÜMÜ/GENEL FİZİK ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Fizik Genel Fizik ; İstatistik Fizik ; Nanoteknoloji | | 3DA1AC096DA5EBA2 |
52482 | ![SEYHUN YURDUGÜL](../authorimages/photo_m.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRBOLU ABANT İZZET BAYSAL ÜNİVERSİTESİ/FEN-EDEBİYAT FAKÜLTESİ/BİYOLOJİ BÖLÜMÜ/MOLEKÜLER BİYOLOJİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Biyoloji Enzim ve Mikrobiyal Biyoteknoloji ; Mikrobiyoloji ; Biyokimya | yurdugul_s[at]ibu.edu.tr | 19EB910033968BEF |
181147 | ![ZAFER ERCAN](../authorimages/photo_m.jpg) | PROFESÖRBOLU ABANT İZZET BAYSAL ÜNİVERSİTESİ/FEN-EDEBİYAT FAKÜLTESİ/MATEMATİK BÖLÜMÜ/ANALİZ VE FONKSİYONLAR TEORİSİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Matematik | zercan[at]ibu.edu.tr | C1465D3E52248335 |
13670 | ![SEZA ARSLAN](../authorimages/photo_w.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRBOLU ABANT İZZET BAYSAL ÜNİVERSİTESİ/FEN-EDEBİYAT FAKÜLTESİ/BİYOLOJİ BÖLÜMÜ/MOLEKÜLER BİYOLOJİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Biyoloji Bakteriyoloji ; Mikrobiyoloji | arslan_s3[at]ibu.edu.tr | EC84D9F8F40016E0 |
37130 | ![ARZU TÜRKER](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRBOLU ABANT İZZET BAYSAL ÜNİVERSİTESİ/FEN-EDEBİYAT FAKÜLTESİ/BİYOLOJİ BÖLÜMÜ/BOTANİK ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Biyoloji Bitki Fizyolojisi | turker_a[at]ibu.edu.tr | ADF72C63311AEA23 |
58050 | ![FİLİZ KORKMAZ GÖRÜR](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRBOLU ABANT İZZET BAYSAL ÜNİVERSİTESİ/FEN-EDEBİYAT FAKÜLTESİ/FİZİK BÖLÜMÜ/NÜKLEER FİZİK ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Fizik Nükleer Fizik ; Radyofizik ; Biyofizik | filizkgorur[at]ibu.edu.tr | 66257CAE48D0880D |
22042 | ![CEVHER ALTUĞ](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRBOLU ABANT İZZET BAYSAL ÜNİVERSİTESİ/FEN-EDEBİYAT FAKÜLTESİ/KİMYA BÖLÜMÜ/ORGANİK KİMYA ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Kimya Organik Kimya | altug_c[at]ibu.edu.tr | B70750BA41483B60 |
24236 | ![MUHAMMET YILDIRIM](data:image/jpg;base64,/9j/4AAQSkZJRgABAgAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDAxNDQ0Hyc5PTgyPC4zNDL/2wBDAQkJCQwLDBgNDRgyIRwhMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjL/wAARCACnAIcDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD3iT/WGm06T/WGm1m9wEpRRRQAVR1DVrHS4t93cpFkZCnlj9AOa5nxR41hsVls9NkSW5AKyTKQywn+77v7du9eZ3eoT3Ds0kryO/JZjk1nKpbY0hTbPQ9S+IsaHbZWy/8AXSdv/ZR/jXNXnjzUZn2jUNqnIKxKF/lXJNbyXDZdjmrEGlgEZ61k6p0xw7NVvFd75rOL65JP/TQjFaFh471KAgfbTIvcTKGH+NYa6aCemKe2lbjnGPYVHtTR4c9I07x9bzKou4NmQMvEcj646j9a6u0vba+hE1tOkiHup/pXidvbPCe+BWraXF1BKJrWd4JQMKy/1HQitIVjCph2tUev0GuY8P8AjG21Wc6febLXU1/5ZMfllHPKHv06devpXTZzzXSnfU5WraC0UUVRI+L7x+lFEX3vwoplIST75poPX3p0n+sNJkd6ze4Da848deNZk1A+HdGnEco/4/7pRkwqRnYp7MR1POM+vTqvGfiJPDHhi61I483iKBT/ABSNwB/M/hXglnJItu1zOxe5uSZJGPUk1EnZF048zL9xMI0WOPOwDjJyfqaZCPMcHNVN5kY1qadAW7VyyZ6FOOpet7cHBrRjt8Y4qa1tMKOK0ktsL0rKzZu5JFBbbjmpltuKvC2PFS+RgcCqUSXMymtelMMBToK2jbZHSq8sHei1iea5z+p6cup2flklJ4zuhkHBRh0IPbnFdl8PPF82vWU+m6oQutWBxMpGDLHnCyAfocd8HuKwZYyDkVzeq3Fz4f1ez8T6em6azOJ4x/y1iPDL+X649K3o1baM5a9L7SPec0VBZ3cF/ZQXlq4kt541licZ+ZWGQefY1PXWcTHxfeP0opYxh/woqhoR8eYc0wU6T75pv8PSs3uB418btRMuo6HoobCBXupAD1ydq5/Jq4h2BIAHAAxWn8VJmk+KVyrtkRQQIo/ujbux+bE/jWVHtbGDWVXodFDqWLOMO44rp9PgCgHisKwUB66SzICgYrjk9T0IaI3LZVx61fRVwKz7Y8itKPB5qomctx6j24qRUBbpSA96cHx3qySTaAQPWqlxGmCRVjzSWIHbvUMxJ6CpkC3MicY4rMvIEmtJI3XKspBHtWxOuRzWbO4VWB96zWhq9Ua/we1FpfDd3pEj7pdLuTGoJ5ET/Mv4Z3D8K9Fryb4TybfFXiRFxtkggb6FXkH/ALN+lesg4NenF3R5DVmOhI8wjuBzRTo/vn6UVYDZPvmm9QPanSffPNVr29ttPtHuruZIYIxlnbgDtWbBa6Hzv8WkaH4lahIcjfFAwyO2wD+YNZNgxljRq674xGz1C70rXtPuIrm2uIWtXkiYEBkO4A+hw7ZB9K5bRo/9AUkVFV+7c2or37GxakRsB3Nbdk43jcw61zcXmTT+XCPmx19Ktf2DqUmGt7hYz1w2c5rl5E3qzt53bRHeWqqcc1pxqpXFeb2mj+IbaXcZ1ZfXfnFdTaXl5CoWdfoQabsiVd9DpDHjgVEVwck0WcxmQVWv1k34Si4alsvEgyzgcdSaie4hK/LKpB6c1zl9pt7eqEF0EU9QRTdN8MS2x3S6i8p7BE2gD8Sc09GidUbUhBHqD3rI1JCkTuvYVbe2ktCWicvGT86t/So74CTT5jxzG38jWbRopaFL4Ns8/ibxBMQcLbQgntku/wD8T+lex14p8K9Wt9IGqSPFLLPdGJQiAYVU38k/Vjx/9evaLeZbiCKZPuyKGGfeu+LR5sotK7J48bycdqKI/vmitEIbJ/rDXMePYml8HXsiffg2yjj0PP6E108n3zVe7tor2zmtZ1zFNGyOPYjBrKaumVCXLJM+Z9athc2DTxMyBgJZIw3ykgYyR6471Lo6k6ZDjuKl8V2VxoU8ukS8yx5Td/fUkkH8QQaj0E506EenFc7uoHb7rq3j2Nm2t0t7eSRhgN1NZk+t6o9rczWW1I7ddxB5O3uffHUmumW2+0223t7VVh0MKzAhlB7rxWcJWd2ayi2rJ2KHhHU9X1+4FslzA8nlySTB0dPJCkBcuDj5snHBxjmuhku5Vs3Ex/eR5HbnB9RwfrUmnaZBYxMkQwjHcVHAJ9x3qvrMipb+WqqBjsMU6kk9lYVKLjo3c1fDV608WWHIrSvJmYOR2FYnhWMiEH1Nbm0GRlPQ1PRFtWZ534lv9atLZ79WAiSURmME4XI6kenTk+oqXQdd1rUPtrW0lrcwWcMTvJtaElm6xgkkbhg9eDjqOK6+40aCV23IpVxhgRww9/WhdHhjthbRptiBJ2AYGT3xitE0o2sYyi3Pm5tB2lXw1CzWU9xyCMEH6VJeQbYXVccqau2likEIULjHpVbUWEcLNjgKT+VQU9b2MHwNYiPw1bTbP3l2zOTjkjeQP0FewW8YggiiHARQox7CuF+H9kkmg6KDnENjE7A/3ioP8ya74Ak11047s460rpR7D4uXP0ooi++eO1FaoxEk++abinSffNNqHuB5H8YtHMt5Zaggw7QmPPqVORn8G/SuM02z+xwRxbt3f8+a9Q+KMFxcWFgsYbyQ7liOm7HAP4ZrzmHISMt1xiuao3qjtopWUmdPpyjYuTwa0nRQOKydPkJiUVqRAuME1itTqsMJ4PAFc1rcjB9vY11zQ4QkiuN1WJ574sSdqnaBSa1GjqPDgAs0IGMLzWiGzLwec9Kp6FERAkf3SRVh0dJGKnO01dtiXuy+ACORzUi8joBSIwkVD6ipdnPHSmKyFx8uKx9RQSBo26MCp+la/QcisucGa6SNQSWOAB3JotczbsdB4QsI7HTWSLPlDbGmeflUdM/jXRrwfrWbotpJZ6cIpBhixbB6jNaaniu2KsjgqO8mx0f+sP0opY/vfhRVkjJP9Yabilk/1rUlZvcBrxrIpR0V0PVWGQa8v+IumLb6rbXUUapHNBt2qMAMp/wI/KvUq5rxvpp1Dw9I6DMlqfOAxyVAO79OfwqKivEunK0keY2ExyATxmuktT905rk4f3Uv410VhN5keRycVyLQ776GhPOFBrktZiNxu2E4PJAPU1uXrrDC0kmSB2AyawV1OzckYlOe3lnimgXM9jb0G+nNoiyp8ycbgevvWiAWuPMLuMjBGeD+FZNjqdhIgG4ptHStFr+3wGKvj1AzVaA41FqaiSgABe1Xo5cx5rAg1C2lYoucgZ+6RWtA37sHoDSJu+pLK+Bml0G2+0awsh5WIFz/ACH6n9KrzOdpx0rpPD1p9n0/zW4eY7v+AjpWlNXZjVlZGtx3p4poX1p1dSOQen3jRQn3qKpDRBL/AK40ZFE3+tamg81m9wH01wMYIyDxg96Cwz7UjH8qQHjfibTV0jXJ7VB+6GJI8/3G6fkQR/wGmaZciNwB0NSeNNbj1HxRcxRKMWaJFnPLA5JP5msJJyoDKeByK45LU7YS91XOpuSlwpXOSRWSdMKS71B564qO1vC7jnitmK4BGBz71NmmbxloNtVjRcNGTt7YrQjiWTAwQo5xUcaHr0NWQ3y4xVtuwc7YCGPjIHHTirauAAnaqYbByacZQDQkZSdy/ZwG+v4rZchWOWI7KOtduFAACgAAYA9BXFeHpxFq6BiN0iMAK7b6V00vhOSrfmsKuc0+mrnOe1OrYzHJ1ooQ/NRTAgm/1rVHTpmxM3pxVS4vobZcu3P90daze4FoVT1G6SC0kAcCRlIUZ5rFvdemcFYgI1PQ9SazrV2uH852LFzgZPapA8x1tWtfHd7AR/rIo2HbORn/ABqMq0LEN90/pW58R9Oa08XafqA+5c2vlfRo2JP5iQflVaOBbi33Y5NYVdGdlFXiQ2bBGGe9btqy5G7p1zXOtG8LBDwoJI9e3+FXYZnUg81ndPU0s0dXEy4zxUwdPXpXPQ3hxy5BqwjzTHCAmi4rM0J540JwcnpS20bzHewOPektNOZm3yHJ/lWsVS2hLN0AzRcDHjuXTx1oFnEfmfz5JAP7oiI/r+leno4Py55HavM/AUDat4iv9fkAKZ+zWvsqn5j+JAH4GvQ5o94+XgjkYrspRtFHHVd5F4N07UuePrWXHcSxH5idvo1Wob2N+vyn3rQzuXEzvx7UUkRBfI5GOtFNDMXVZpxdyIh2IMDd68CsmSLgtksTWzq0f76RvXGPyrPaM+TuApWEc7eEtII1OCTtFX4F2hRnpjFVrmIPqELbgCpJwe/B/wARVuPPBqLDI/HelLqPhQ3CrulsiLkYGTtHD/8AjpJ/CuK0gcbTXrVsFmsFR8FWUqQe4PBrzGzsHsbh4GH+qYp+RwKwrrVM68NLRodd6asg3Aciq8dlsYdjXRRRh0Ipj2gU5Iz+FcyOjmKUForAbgM1pw2qpjpgU+CBR1NWMhe4xVJEN9h0cSoOeBXL+LtTlaGLTrPBubl/KQe59fYda19Q1FYIWORgCuf8MWMms67JqkoJSEmK3GM5Y/eb8Bx77j6c1Bc0rEy92N2eheEtLi0rSLe0iJaOCPYGbqxzyfbJyce9bwwTnNR2cXl24+UhegqQDB/nXekcLd2KYUkGGFQvaxk4VgKsDgZ9qYgzz6mmILKForhufl29PxFFWITmQj2ooGZ2r9/UkVWnTy7UY9KKKRJzcqf8TFG6fI39KtwRmSRYweWOPpRRUlGLc+KtUtLz/RjCtopwsLoDuHqT1yfbGK1tVtIrmGHVIOEnALqezUUVFVJxZdNtS0KtuvIyatvEMZoorlsdhA7+X1FUJ7ojJycUUUmNHOanJNeSJbwgGSQ7V3HAz716B4e0T+ytKQK3RMJ/terH6k0UV0UErXOfESexQnS60u6N1Yy+XJ1ZT92T/eHcfr6V1OmahHqtit1GrR5JR0Y52MOoz3+tFFdBzF84ZKci/LRRTAfCf3p+lFFFA0f/2Q==) | ![ORCID](../images/orcidFav.png) PROFESÖRBOLU ABANT İZZET BAYSAL ÜNİVERSİTESİ/FEN-EDEBİYAT FAKÜLTESİ/KİMYA BÖLÜMÜ/ORGANİK KİMYA ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Kimya Organik Kimya ; Spektroskopi | muhammetyildirim[at]ibu.edu.tr | 7F4EE10BC03CC8AC |
127208 | ![BAHTİYAR BUHARA YÜCESAN](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRBOLU ABANT İZZET BAYSAL ÜNİVERSİTESİ/ZİRAAT FAKÜLTESİ/TOHUM BİLİMİ VE TEKNOLOJİSİ BÖLÜMÜ/TOHUM BİLİMİ VE TEKNOLOJİSİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Biyoloji Bitki Fizyolojisi ; Bitki Biyoteknoloji ; Biyokimya | ibuhara[at]yahoo.com | A2617CFCE6C3DCC6 |
58221 | ![MURAT BEKEN](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRBOLU ABANT İZZET BAYSAL ÜNİVERSİTESİ/MÜHENDİSLİK FAKÜLTESİ/BİLGİSAYAR MÜHENDİSLİĞİ BÖLÜMÜ/BİLGİSAYAR BİLİMLERİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Fizik Yenilenebilir Enerji ; Termodinamik ; Metroloji- Uygulamalı ve Endüstriyel Fizik | muratbeken[at]gmail.com | 8478F7AE277446D4 |
127475 | ![FATMA YILMAZ](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRBOLU ABANT İZZET BAYSAL ÜNİVERSİTESİ/GEREDE MESLEK YÜKSEKOKULU/KİMYA VE KİMYASAL İŞLEME TEKNOLOJİLERİ BÖLÜMÜ/KİMYA TEKNOLOJİSİ PR./ Fen Bilimleri ve Matematik Temel Alanı Kimya Biyokimya | yilmaz_f[at]ibu.edu.tr | C04F8FA664CBC4D5 |
44025 | ![ALİEKBER AKTAĞ](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRBOLU ABANT İZZET BAYSAL ÜNİVERSİTESİ/FEN-EDEBİYAT FAKÜLTESİ/FİZİK BÖLÜMÜ/ATOM VE MOLEKÜL FİZİĞİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Fizik Genel Fizik ; Yarı İletkenler | aliekber.aktag[at]gmail.com | 08F378EF0721005C |
116551 | ![EROL YILMAZ](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRBOLU ABANT İZZET BAYSAL ÜNİVERSİTESİ/FEN-EDEBİYAT FAKÜLTESİ/MATEMATİK BÖLÜMÜ/CEBİR VE SAYILAR TEORİSİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Matematik Cebir ve Sayılar Teorisi ; Matematiğin Temelleri ve Matematiksel Mantık | yilmaz_e2[at]ibu.edu.tr | 14706D3D5107C20F |
126866 | ![GÜNCE ŞAHİN](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRBOLU ABANT İZZET BAYSAL ÜNİVERSİTESİ/FEN-EDEBİYAT FAKÜLTESİ/BİYOLOJİ BÖLÜMÜ/BOTANİK ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Biyoloji Bitki Fizyolojisi ; Bitki Biyoteknoloji | sahin_g1[at]ibu.edu.tr | CCBBCEFFD0115553 |
126883 | ![FERDİ ALTINTAŞ](../authorimages/photo_m.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRBOLU ABANT İZZET BAYSAL ÜNİVERSİTESİ/FEN-EDEBİYAT FAKÜLTESİ/FİZİK BÖLÜMÜ/ATOM VE MOLEKÜL FİZİĞİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Fizik Kuantum Bilgi Kuramı ; Kuantum Optik ; Atom- Molekül ve Lazer Fiziği | ferdialtintas[at]ibu.edu.tr | 337A3166CF64F711 |
127707 | ![DURAN KARAKAŞ](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRBOLU ABANT İZZET BAYSAL ÜNİVERSİTESİ/MÜHENDİSLİK FAKÜLTESİ/ÇEVRE MÜHENDİSLİĞİ BÖLÜMÜ/ÇEVRE MÜHENDİSLİĞİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Kimya Analitik Kimya ; Çevre Kimyası ; Kromatografi | dkarakas[at]ibu.edu.tr | 34D6640121F2B51A |
26273 | ![RIDVAN ÜNAL](../authorimages/photo_m.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRAFYON KOCATEPE ÜNİVERSİTESİ/TEKNOLOJİ FAKÜLTESİ/ELEKTRİK-ELEKTRONİK MÜHENDİSLİĞİ BÖLÜMÜ/ELEKTRİK-ELEKTRONİK MÜHENDİSLİĞİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Fizik Nükleer Fizik ; Radyofizik ; Hızlandırıcı Dedektör Fiziği | runal[at]aku.edu.tr | 4C2CD715DE9846DB |
100641 | ![OĞUZHAN DEMİREL](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRAFYON KOCATEPE ÜNİVERSİTESİ/FEN-EDEBİYAT FAKÜLTESİ/MATEMATİK BÖLÜMÜ/GEOMETRİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Matematik Geometri ; Matematiksel Analiz | odemirel[at]aku.edu.tr | 51EE9FAEB5C9DC60 |