118294 | ![MUSTAFA ÖZCAN](../authorimages/photo_m.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRİSTANBUL TEKNİK ÜNİVERSİTESİ/FEN-EDEBİYAT FAKÜLTESİ/KİMYA BÖLÜMÜ/KİMYA ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Kimya Adli Bilimler ; Adli Kimya ; Analitik Kimya | ozcanm[at]itu.edu.tr | 06E2E1235B0CBA34 |
105737 | ![SERAP ANNETTE AKGÜR](../authorimages/photo_w.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖREGE ÜNİVERSİTESİ/MADDE BAĞIMLILIĞI, TOKSİKOLOJİ VE İLAÇ BİLİMLERİ ENSTİTÜSÜ/BAĞIMLILIK TOKSİKOLOJİSİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Kimya Adli Bilimler ; Adli Kimya ; Delil Bilimi/Kriminalistik | | 6E9C1CC800D954A6 |
169809 | ![RAMAZAN AKÇAN](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRHACETTEPE ÜNİVERSİTESİ/TIP FAKÜLTESİ/DAHİLİ TIP BİLİMLERİ BÖLÜMÜ/ADLİ TIP ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Kimya Adli Bilimler | ramazan.akcan[at]hacettepe.edu.tr | 3CDF78C01E039501 |
118972 | ![NEBİLE DAĞLIOĞLU](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRANKARA ÜNİVERSİTESİ/ADLİ BİLİMLER ENSTİTÜSÜ/ADLİ TOKSİKOLOJİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Kimya Adli Bilimler ; Adli Kimya ; Delil Bilimi/Kriminalistik | ndaglioglu[at]ankara.edu.tr | CA75C68432B4A344 |
11623 | ![ZEHRA YAZAN](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRANKARA ÜNİVERSİTESİ/FEN FAKÜLTESİ/KİMYA BÖLÜMÜ/ANALİTİK KİMYA ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Kimya Analitik Kimya ; Elektrokimya ; Adli Bilimler | zdurmus[at]science.ankara.edu.tr | E2490B7AA6A117B8 |
112155 | ![NURİYE AKBAY](../authorimages/photo_w.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRİSTANBUL MEDENİYET ÜNİVERSİTESİ/MÜHENDİSLİK VE DOĞA BİLİMLERİ FAKÜLTESİ/KİMYA BÖLÜMÜ/KİMYA ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Kimya Analitik Kimya ; Spektroskopi ; Adli Bilimler | nuriye.akbay[at]medeniyet.edu.tr | C8E0BBB4FEF99C1B |
30937 | ![KAAN KEÇECİ](../authorimages/photo_m.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRİSTANBUL MEDENİYET ÜNİVERSİTESİ/MÜHENDİSLİK VE DOĞA BİLİMLERİ FAKÜLTESİ/KİMYA BÖLÜMÜ/KİMYA ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Kimya Analitik Kimya ; Elektrokimya ; Adli Bilimler | | 1D64FB38A39E3B8E |
309865 | ![PELİN KOPARIR](../authorimages/photo_w.jpg) | ![ORCID](../images/orcidFav.png) DOÇENTFIRAT ÜNİVERSİTESİ/SAĞLIK HİZMETLERİ MESLEK YÜKSEKOKULU/TIBBİ HİZMETLER VE TEKNİKLER BÖLÜMÜ/OTOPSİ YARDIMCILIĞI PR./ Fen Bilimleri ve Matematik Temel Alanı Kimya Organik Kimya ; Adli Bilimler ; Teorik Kimya | pkoparir[at]firat.edu.tr | F3A169A5B8404599 |
31798 | ![SELDA MERCAN](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) DOÇENTİSTANBUL ÜNİVERSİTESİ-CERRAHPAŞA/ADLİ TIP VE ADLİ BİLİMLER ENSTİTÜSÜ/FEN BİLİMLERİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Kimya Adli Bilimler | mercans[at]iuc.edu.tr | 338EBC9D9CCE94E7 |
105794 | ![HALİDE NİHAL AÇIKGÖZ](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) DOÇENTANKARA ÜNİVERSİTESİ/ADLİ BİLİMLER ENSTİTÜSÜ/ADLİ BİYOLOJİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Kimya Adli Bilimler | acikgoz[at]medicine.ankara.edu.tr | 97D303CD41DC3201 |
388295 | ![ASENA AVCI AKCA](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) ÖĞRETİM GÖREVLİSİAKDENİZ ÜNİVERSİTESİ/FEN FAKÜLTESİ/BİYOLOJİ BÖLÜMÜ/MOLEKÜLER BİYOLOJİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Kimya Adli Bilimler ; Adli Kimya | asenaavci[at]akdeniz.edu.tr | 45CD5A485486A242 |
361812 | ![EMRE DOKUZPARMAK](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) ÖĞRETİM GÖREVLİSİEGE ÜNİVERSİTESİ/MÜHENDİSLİK FAKÜLTESİ/BİYOMÜHENDİSLİK BÖLÜMÜ/BİYOMÜHENDİSLİK ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Kimya Adli Bilimler ; Elektrokimya ; Biyokimya | emre.dokuzparmak[at]ege.edu.tr | 16A1DCD3A02B462D |
222600 | ![ÖMER KARATAŞ](../authorimages/photo_m.jpg) | ![ORCID](../images/orcidFav.png) ÖĞRETİM GÖREVLİSİİSTANBUL ÜNİVERSİTESİ-CERRAHPAŞA/ADLİ TIP VE ADLİ BİLİMLER ENSTİTÜSÜ/FEN BİLİMLERİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Kimya Adli Bilimler | omer.karatas[at]iuc.edu.tr | 9330654F1C212B3B |
198642 | ![GÜL FİDAN YENEL](../authorimages/photo_w.jpg) | ![ORCID](../images/orcidFav.png) ÖĞRETİM GÖREVLİSİİSTANBUL ÜNİVERSİTESİ-CERRAHPAŞA/ADLİ TIP VE ADLİ BİLİMLER ENSTİTÜSÜ/FEN BİLİMLERİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Kimya Adli Bilimler | | F2A28E423BD9C1B1 |
152371 | ![ORHAN DESTANOĞLU](data:image/jpg;base64,/9j/4AAQSkZJRgABAgAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDAxNDQ0Hyc5PTgyPC4zNDL/2wBDAQkJCQwLDBgNDRgyIRwhMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjL/wAARCACnAIcDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD1yjFLRiszQbSGnYpKAG0hpxFRyyJDE8srqkaAszMcAAdyaQxTVS5v7S0/4+LmKL/fYCuN1Xxne385s9BtmIzhp2HX6en8/pWG3hjVbkl7q8wzclU9fqaTaLjTlLY9B/4SHSSMi+hIJx1qxBqFndcQXMch/wBls15onghy24zOW9M8VVk8La1ZPvsLg/JztOQTSui/YyR62agkHFcJovjC+sJ/s2uRSKDwH213QkSeBJYmDo4yrA5BFBDVnZlC46GsmfvWxcjg1j3A61DKRuRp/o8I/wBlf51y+sySJqbCPIAXJOeOASe3pj8660J8kY9AKwb61Sa5kdlOQwwent7VtBaGUnqYtze7RH5yJyvpiitK5fT7bTRJPeCMxKpYOvRS7KDnvyuOOnHqKKlp9ilJHodFLRVECUlLRQAw1yvihm1CVNLVmWP70uDjPp+XX649K6yuSuY/+J3eOfvHA+g5qZuyNKceaVmRWFjb2UQit4wqitSOLPaqsQINa1qnQ4rFanc9EQralR90U2SAgfMtbifc5FUr/PBPatHGyIU7uxyeraVb6jA0UqDJ6N3B9ao+EpLjTrmbSJ5A0Yy0eTyrd8exHP8A+uuiljrnbo+R4is51HzMQp/z+NKD1sRWimrnR3A4NZFwuTiti4HBrLkXMqD1YfzpSMYm6xCgE9gcD1ODXN3F7LBE11OnlFI98sYbO0gZIz371tasF+wNukaMAq2VUHoQcY96wLlNPuluYS0khush4h8pYldpAORjIH+c1opRS1ZnIx9Yk0vU/A9zfxQvFeXKLukfqsaz4A64HPpRVzT9FtT4MmyQtvCPIMYYvg+dv+9xnG7FFXvqiD0+lpBzRSAKSig0DErkr5hFrd6XYAAIfoMV1tcJPcLqk97cLHtEihNv03A1FR6G1BPmuZ7+OtMtZWV4bgov/LQJwa1tH8d6XfcQ+YCDj51xXLTWurSCSGwW1tlUYQyICWPfJwcD86LTQNYiu0eWSKVeC7gYHvjArNbHVq3Znpz6zbRR+c5VUxnJrm7vx/oIcq10zP8A3RG2T+lWtQs/P0GNIUAnccbicZrhv7H162YzxpYpMrYCyRAgj1yaq7YnG2x1Vn4p07UJDEnmRSdllXG76Vm3ZMmu2YBP3wRj13Cq8aX+oTCO8soVeNsrNCuFb/Cprkm21m3mkA8mBQ7nOOhoWkgnFuNkddcDg1mYzdRf74/nWk0q3FvHMudsiBhn0IzVBRm8hH+2KGcy0Na4jWUBHAII6VmNZRC4+9bbFYuymMbxn3zxz7e1asv+sUe39RXNaxpeoy+JLe4iTfZGRGJUgGPA5J5yc8YwOorojsYTepZ8K7DaXC2s6z2j3UhDccd8cdcHj8KKn8Laclg99bW4/dm4aXaegLDn9aKLEHXmkpTSVBYhpKU0lACHpXD21mbJpbduWR2BbGN3JOf1ruK5PVHZdVmYxuisQAWGA2AOR61nVWh04eTu4lm1ghc5K80+9kjg2L6npVWCbb0qjq11JGm+3KPOOgfoBWaOxI35CI7GJyOFJPFSQpb30IZsHjrXJf8ACT3dxbraQWyi4GOXPyg9627WTyVV1YZYfvFHTd6irFZFua2ihB2KB71y95B9q1DyguQ6MCc/d6Vv3F0COtZemFZdWQO2CeQO5xz/AIVO7BPl17G20YigSMDG1QuPoKpRc30X1rRuaz4OdRj/AB/kapnFe+pruP3mSRjofzokKsMA1zuuG+iuGMVzIsbcgKcYri9S1LUEYqb2Y+oLn/GtFJrQhxT1PS7VPsE88wnA80rkEAYxn/H9KK8Vup7xVDvIQG5UuCM80UXYrRPos0lLSE0yBKSlJppNMArF8SW5eyS4UEmE849D/kVs1HceV9ml89lWHYfMLHAC45yalq6sVGXK7nBxXOJCxYgEY61l3mn6qkxuYJIJUbok24bR9R/hVhitpeNE/IViMityJoL232t90jHFYI9GMupz1qmshiY4NKjc9WeQnP0A5rSt9N1G2kF3cTwtGcbo4gePz6j8q1rXQtPik8zPPHp/OpL+6t7SBgOR0we9aNaBKSeyMu6mVt7ZwBxitfw7bmOwe5dcGc5X/dHT+p+hFclJdC6u4rVM4kkVSR1wTg16Db3Ftc2qvaOrRAlBtGNpU4K47EEEY7YohHqc1afQq3XSqNoM6intmr110qjZf8hAfT+tN7mS2LV5CJlIIzXl+s2f+n3XPBkCE5HAz+nSvV3GW/CuD1iCzkuZUZthacu7MNu7GRgE10UZqEuZpv0+8xqRc1ZP7zz3xSHhS2hyXCx78D1bBoq543t7h55rmML5SQwjKOOhAxgZ6ciiuh1VpytHN7PV8yZ9FmkNUNS1zS9Hi8zUL+3tgVLKJJACwHXaOp/CuI1P4y+HrNnSziur1gBtZVCI34tyP++a47HTc9FzTSa8P1X426lcwlNM06CzJUgySP5rA9ivAA/EGuI1Dxlr2qNJ9s1i8dJPvxLKVQj/AHBhf0p8orn01qer6fo9sbnUbyG2iHQyNjceuAOpPsK8t8YfESz1y90zRNGkka2mvYvtMzR7RIu5SFUHnGevA+6OxryIzA85OB2PFXfDkQvfFmlRO5QPdRjcOo+YdKpR1E5aH0Lq3h9rwG4s9omPJVvut/hXKjUlsLr7Je77C6PRZxtV+n3W+6eo6GvSICVQIT84GRn+Ieorn/G+qWGleG5ri9tYrgu4ijglXKu55GeOgAJ/D1rSeHW4UsVJaGE2r3YyBIm313CqL3j3tyIYme6uDwI4hu2+5xwPqa83a7niImjsLVYs5KK8mG+vz/yxXu3gS90jU/DVveadbC3GTHLAPmKSDGQT36g59CKiNDmepvPF2WiKWh+E5o5473USqhCHSFDk56jcfY9hn61wmjeOYvDHjXxFa3ccrWFzfStiPkxyByCwGcc9+/A9K9uumSO3lkdgiohZmY4CgDqfSvkG6uJbm8muZXLSyOXZs9STkmtalOMYpI5I1ZVJczPpi11vTdbtjPp15HcIOu3gr9VPI6HqKdY83xPov9RXzZBfz2zCW3llilHR4mKsPxFdRoPxM1rSZQbgpfwjCss3D49mHf3Oa5nDU6FM9+P3q4fUsNrDAjKorvyPf9etJo/xU8P6kFW7aTT5yACsw3Jn2YdvcgVQvL+2urye4gmimiNux3RtvB5X0raknfTsxNrT5HG/EO2+zakirnYbWNOf9k0Vs/EmKP8AtCwZzt3+YNxIHTnqaK56VVzjf1/MdWlGMrLy/I81MrMgBJxiom96egBVT0AFIeQ30rYxuQs3HWnwnhuBkd6jIyafGNr49RQAm7JxWx4VG7xfoo9b6AZ/7aCsjbgnitLw7N9m8S6XOekd3E5/BwaqO6E9j62sYlk0233jOIwK5Hxv4Z/trSZYN77Y33xgc4YKQDn0G48V1+k7jpMW77wBH5Gq+sX9vpOg3d/c48uCNnIJA3Hsoz3JwB7muu+rORX6HzZp2nXOsS2mlwALJNN5e8sMV774V8Mp4YsPsUBzExDE45L9CfxAX8vwrxTw9dz2F7Z6jCAZoZ/N29Aw7r7ZBI/GvpC2kS5hjuUYNG6h0I7gjINHwouepyXxJvDpvgPVmiGS0Qjb3DkIf0avmKC4a1uorhUjkaNw4SVA6Ng5wyngj1B617r8b9T8jw5aWIZxJeXJcgdGRByD+LIfwrwU9MHtWFXexpRWh2euePbPXPDy6b/wjVlbTIoCXEZA8s5BOxQo2g46Z/OuJ3ZJOODRjAx3NHtXPGCirI2bbAdant7ua2ctDK6NjBKsRwar5waXsKoR0Oo+Jb/V7a3i1B1nMbFllK4ccYxkdvworCJyE/E0VKhFbIvnb3YKcRj8qUZMRI7mmZ+Qj8qfGMxD3PFUQR7eM0KxWRCPWpH4+UVEw44oAmYYbmiNikquvBU5BpzfOA2OozSDqRVAfZ1tEILdY/TrXk/xm1x4orLQYWI80/aJgMjKg4QehGQxx/sivTtCv31Xw9puoSKEkurWKdlHQFlDEfrXzj4+1M6j8Q9VlUuFjm8gAnpsGw49sqT+Nbp6nNFakds0tvGgKDb65r6E8LXP2jwnYSgdLcJ+I4/pXy/cXBJUHccdia+mPBwEHgLSy5AzapIxJ/vDd/WtJO8rBJWR4n8Z9T+2eMksleTy7K3SNlJ+Xe3zkj8GUfhXnO3IyKv6veyaprN7qEi7WuZ3mK5zjcScfhmqTfIp965pO7ubxVlYiPJzSgZU0bT1ApR3zUFEdKRxSgfNUhTCj3oARSAefTFFMyC5IooATlSOcjHWp0YeWoXtxVZ2CEHt3FTLwin15pAKQSaZt556VIeRxQfu5pgOt/mixnlTinlQG6VDbPicr/eFWHGKaA+mvBurB/hrpVz5qQxw2m2SV+Qojyp/9Br57jSe7vJrq5ZnklLSSOerEnJNereGLpH+DGzeNnlz28inszO2P/Qh+dca32aHHAHtXWorRnPF6s5+TS555h5aEjA7Yr2rxFrEfh/4OQfxSXVjFZwjnkvHgnI6YUMfwrya+1ZoB5cS7cjrTvFfiC41PR9C01mIhtrRHI3cMxQAEj2A4/3qmVveaG020jkgpJFV5WDS4XovFWZPkjJ7ngVU21zG5J0Qc00HtTMHp60BC34UAPzSu+EA7io9uO9I+Q2PpSAFL460UA/X86KAImAdlB9auMMmqY5lX61aaTFIBCcE0hPFN35bpTjyOKAIC+yRWH8JzWnJhkDjkHpWay5zVuybzIWiPVelNAej+HNQiT4V6raq485b4SFfYiPB/wDHW/KuQM7yTFyx61Nosxj0/VbXgBo0lOT12tjH/j/6VBawmSUiui91GxklZsL+b5A3Xjiqckkk/lmVtzLGkYOAOFUKP0Aq5qMPlbBnOTms+dykYUH5n4HsPWs5XuWkQO/mOeflHApu3I4oKhR6Yp4OBgdagoiZcU1RjkVI2CeaifdGcE5HagB5XJ9qiY/OfanPIVAOODTVGcn1pAKOnU0UD8KKAGr99sdQKkCHq1FFIAJGeBRnNFFMBAM1In7iRZPwNFFAGjC2JlbsePzrYgiCR7gfmbvRRW9PciRlalNuuypP+rGP8azkJkYynvwB6Ciis5bspbCOcnPakY4GKKKkY0tnGKWQBoyfSiigCty8bJ36j8KemAqiiipAXPOBRRRTA//Z) | ![ORCID](../images/orcidFav.png) ÖĞRETİM GÖREVLİSİ (Unvan:Doçent) İSTANBUL ÜNİVERSİTESİ-CERRAHPAŞA/ADLİ TIP VE ADLİ BİLİMLER ENSTİTÜSÜ/FEN BİLİMLERİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Kimya Adli Bilimler ; Analitik Kimya | orhan.destanoglu[at]iuc.edu.tr | 9D9458B7109A5EB4 |
380012 | ![CANAN KULA](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) ÖĞRETİM GÖREVLİSİHACETTEPE ÜNİVERSİTESİ/FEN BİLİMLERİ ENSTİTÜSÜ/ADLİ BİLİMLER ANABİLİM DALI / Fen Bilimleri ve Matematik Temel Alanı Kimya Adli Bilimler | canankula[at]hacettepe.edu.tr | 52A6CD396AA67A3C |
263994 | ![ASLI ATASOY AYDIN](../authorimages/photo_w.jpg) | ![ORCID](../images/orcidFav.png) ÖĞRETİM GÖREVLİSİANKARA ÜNİVERSİTESİ/SAĞLIK HİZMETLERİ MESLEK YÜKSEKOKULU/TIBBİ HİZMETLER VE TEKNİKLER BÖLÜMÜ/ANESTEZİ PR./ Fen Bilimleri ve Matematik Temel Alanı Kimya Adli Bilimler ; Adli Kimya ; Su ve Atıksu Arıtma | aaaydin[at]ankara.edu.tr | 1F7267F7A6B53893 |
44696 | ![MURAT ÖZTÜRK](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) ÖĞRETİM GÖREVLİSİKIRKLARELİ ÜNİVERSİTESİ/LÜLEBURGAZ MESLEK YÜKSEKOKULU/TEKSTİL, GİYİM, AYAKKABI VE DERİ BÖLÜMÜ/TEKSTİL TEKNOLOJİSİ PR./ Fen Bilimleri ve Matematik Temel Alanı Kimya Anorganik Kimya ; Korozyon ; Adli Bilimler | muratozturk[at]klu.edu.tr | 34AAD77C8F009987 |
110881 | ![FATMA ÇAVUŞ YONAR](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) ÖĞRETİM GÖREVLİSİİSTANBUL ÜNİVERSİTESİ-CERRAHPAŞA/ADLİ TIP VE ADLİ BİLİMLER ENSTİTÜSÜ/FEN BİLİMLERİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Kimya Adli Bilimler | fatma.cavus[at]istanbul.edu.tr | 0AACC3CA7A433FA1 |
285611 | ![MERVE KULOĞLU GENÇ](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) ARAŞTIRMA GÖREVLİSİİSTANBUL ÜNİVERSİTESİ-CERRAHPAŞA/ADLİ TIP VE ADLİ BİLİMLER ENSTİTÜSÜ/FEN BİLİMLERİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Kimya Adli Bilimler ; Analitik Kimya | merve.kuloglu[at]iuc.edu.tr | 43A0E25660751BA1 |