18018 | ![ABDULLAH KABLAN](data:image/jpg;base64,/9j/4AAQSkZJRgABAgAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDAxNDQ0Hyc5PTgyPC4zNDL/2wBDAQkJCQwLDBgNDRgyIRwhMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjL/wAARCACnAIcDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwDkWZtwKgYfoM5zgZ/2s/8Aj+P9mhBuDHIYsCRnnIGee+en+1j1WoztImyVILZ+Y53cHr1z+v4VIzqqEMQ2cnnOf4hk9cnkc8/UV71j5+44p23RleSo9QM89TnGOvzY4+ZabzvYEpuI3g5yO/zZyfT73P8AviiSdJQ5jBxncSx7/N1Pc88Hn6igOd7ncSTKWHqev6+/0+amAHcEAyCD85+XkjP3v/sv/H6EVyedowFfDDjnHzdsfXj/AHzQCXQcj5SW5IwPu8ljxn/a4/3qqXupW9ndqkM0b7Mb32YAPycrg9evJx7+lY1KsYbmtOlKexfWJ3YeXHubhsLnKg456jHXrxnn5jU66XepGWkiEIjA5kYR7OnOCVIye/y/VqyYNZuIvLMN20cigNsjBwchB6jnjnGM46npVmPxJHuQXU1zI6qVVU2kZ9mPIPv37k9+SWMl9lHXHCQ+0zXi8NX0+/yWsyiAEuk6/KTn6EH1GF6j71Vr3RZ7BT5xt1WPGWRsAE54BO0Z9ht+h7oNbSeBdl1EYlB81vL2tt5ztxg59eB2+8c1SXxAPNjVJdyDOPMX7hIf7vK4HOOMdehqPrdQr6rTFuImgDiRPLCEg/KV2n5uO2Dx046D5TUbkAEBVUj5DjPBOfl7f984H+4a1p7+V3/dkhFU/vN5YFcN0+bgYI9OvQ4qq08d9nyAFk6Nx14Jxggce3PTO2tqeM/nRjPC2+FlGRRvK4HLbOPXnj/63/jlM8tmYgBRuOzPb6f/AGPP+5UvzBnDgDB2kgAjjAOP9n2/8dFInDK+eOn15Xj6e3I/2RXbGSkro5GnF2ZCI/M2cR/N8o+vH19fu89/lFRiLPyqI8NgKevp2Gc9egz9BVxnUIBkHKqOe/3eD6jrxz/uio1wcHby4UANzu+715OR7c/QVQXKb5aPOeMcYOR2+uevqcegoqeTBHQMGHfJz0+uRx/tY9qKYyZnKsxYkktk7h1OCPm/P360GY+Yw34DHjIz69fwP69ah8zaAB7YAHC5+vr+H400ECUYyNo9BgdPlpEFlZfmZy+SSMgt1PPv17/iOaRWKb52SXZE/mMenTOOezHp61XXhlBEgGzB9R/s/wCfyNZ2oXpkBiSMoifu+ARuOD8pPryRjj/drCvU5I+ZvQp88vIs6hqhmVLRWaII43JkqDznJAON2OpxnjFQrf28ZV2G1oUAjGcksMDJ6/N34x933rPCySTpsR2YL5ezb1IGduPUen/jtTxaVdXTHCuf4QVH327gc+/v24Ga8qUktWepGDeiRK95HEqiJmDHq6jdg8D5emTx9eM/SOK8jVY4gr9/m5OT22j8cH69KWXRb6N2WSGRxt+XaM7gO3fOM+/0HaOW3m2MTFKWk4zt+/jr65Ax/tdP4aSaewOLW5cW+wzP8uZUddix5B9kHpk84PfnNQCSARph2dscgHGMjHAz6tzg9+nrTZJZXkbLHe2TzkN7jk8DHv8AUUiLuUlXlYFtw5xuxn5up6Y/2u/IpiNqB1azlKuGWMAKCOm4NnGOg5Gex6fS1GRsEwkJzHsK5xgemTkFOO/HTPaqlvBJ9nlAV2E+JNxXJbDEbj1GPz6H5hnlbC2uY7nzCJCMqsq46Ds5/Ic/+P1N0PlZf+zbQqRksWAcYAKodwBB56f/AFuD2kbGwzQvtRvlK5B2nCnB/wBnjI7cVkNeSxrLF5khjcebuBwckj5s57HPPH+9ViTUTFtlG5onXbIMABM4w5GRjPXnAyM7q3oVXCXkc9elzx8yVmDFsMMkY+vT1PTj3pWxtIDcD+EjPoefXpx1/Co1CsFYZXad3XgA9/x/D6ml6ckkbT0PUA+vA6/h+NeueaK0peQhgG9d+OT79c+2c0Uwj7uW2Ko5yOFz9cf0/GigCRU8s7N5VlJyMbSvXjtj/wAd69DUuxQfvlDyM4Ix975e2M46cf7pxUkoZDLxt2My4xjb97jjGPTHy/Q0SZVJQNw2Ns4GMZ38dv6f7poJuVL3MdvLhcsDsYY246/L0GCfTjr901iRFhL9wplzHnZxnjKnj/x3n/rnW3qxY2c4AIBcR8cYyx+Xgfpgf7tYNt/rlwXVS5Q5AJ/h+Q8cj25/3a87Fv3z0cIvcubmhWv2+RN6ZGQpUrnptyO479Of9wZr03S9Mt/IQEF+ApDfNu6cc5z+v0FcZ4V2rBFySSwXGMDonyjk5+nb0Feh6QWbZ1Achee/3eO/9foK8DE1G52PpcHTiqaZL/wjtpeRqrrkEenXGOPw/HHoKry/DmwuQx3PubrnncffOc/jux2211dlGBGpK9vT6f57/hWlGMqD6/r1rKMpLZmtSMWtUebyfCmBy/7wOj/eBz8x+bnqeeepyfQinf8ACrkQth2fcSzDghuvUHOevU5P+0K9PXGMdep/nUi8/r/+utVUn3OVwgvsnm8Pw3RQ24A5Jbk5yeeec5Pucn/arV/4QuxjhKsg3Ehicc59fr79f9qu34/TP+f8/jVScD345qJSl3Lhyt2sedax4JtZrGVYlVZB88bBeVbIOeowffj6nv49d6fcWNz9mYMsiYO0Dofk+YDjH1+XOPvHv9KXGAeM9j/L/P8AWvK/Htv9j1E3gjYBIAyNjhG3IAT/ADzlenU10YSq+blZhjaMVHmRw1qvlweXJ8vlhcrtxtyF9hj/AMdz6tVhgEQg5ARumMYJ/AY/8dz/ALVItwsxkdcKgxjIxgcY9MZGPT8e8j7VV+Qm09uNvB47Yz/wH6Gvp6OsEfLVdJsjxhgpcqVJHAwU6/7uM/8AAevQ0VMDsnB+ZNrEZUYKZLcdsZ/4D9DRWhFyJ5VIbY7AEkDHYHd06ZHPt9KJJeXKbj1xwOFOf05H59KrmQuFxIx9sYB/zn9aMsz/AHm+4BwOSP69aqxJBqcgFm5ALgyLkZH3QenT/OelYcVyiMnLqobLYxyuQcdOen09q19Tib+zpH254U9ffP5f5zWEQ4ZyduCN2AemT/L/ADmvLxn8Q9PCfwzsPDl8qPEVZtmQHYkAkYX17fKf0r1XSHUhevUEjp6f4e9eT+FLNjaG4lY4blFxgcdzXpNlqFvY2/m3U6RoB1c9K+exGtTQ+mwq5aSud7bsNoz6c5q4h7c1zFl4o0l4gftaAYHU+vTP1rdt9Rsp/wDVXEbH03c1HK1uaOSexpJnGeak3HbUKSDaeR+dSJMh4PGDVIxkmO3HPfNRzHIFWCyHuB+NRyhSoww644ptExepkXbbPmGc+34V5V8QLyS4t54GJUIARg4JwRn+eeMdO9ep6hgRtjknjArw7xWM+Ibq3c/u0QMB04JXgH64456ngVpg1+8M8c7Ujn9PISOWIvgKcDGCOmTj1q4rK4KhmGSSuBx+n1qraK6Rg4OGO736dv8AP5VNkgAKCcgk47j2/wAn8K+soL92j5Ks71GSiYCUFZXUg5BQcgc9Mfh6dfyKiVGO0IHy3QKOT7j170VqRcVULqeJH3Nnnq3+1+nv35FPEagncZMkZGT97/a/zx1+YVI6EbhuyDuJyM7sb+e+fr82P7wob70hDE5O7d3PJ+bv+fP+9TJNbTFR7bYYC/mSNuOeduByefcf/FVheJfDcOnLHewyuIy/zIDkpkj5vX88f71dF4ccTXD224FxL5gPqDhc9e2ev/j1W/EsbSQpGygJ5kZDeh3pz/8AXyv+9zXzOKlOGKkm9D67D06VTAwcVrb8TI0uDUbG0tl2xtCqghQpDLnGDnOO/oPqatzCGJoZLqKead2BWINwhZQQf4doBOOcHvznA6XS7eORIwVJwqnkdPu/TH14+pq//YtuWR9oGMDJ4wQAOvGOnt+Neeqqvc73RaSV9Dz1Uub3XYtMh06O1l3+UGQyOUz3zvXAIJbouQP4s1qW2jXmj6o8TiYTJkB4pdynls8YyOxxkdTwe/oFrYGFV2yldqkDDHgc8deM/h+NSzWrLHvQKpUEbtoGPvf57fQ1pKtdWsZww3K73M7QNevZJzbm1upih2/LtyBz2JGO3HX2Na2vavJp7RoiTb5QQqKvzZ9OSB07Z/Cn+FrGK3upCCXkzgyMoyeT6dPoMDnpWtrGlLfalDcZXfGjJgrkMpIOPXPHrjnoayVr3LbasjybXfEWuS3rLayXCQIhZ2ibO0DBOc4xx9f92qmieINSlmQzahqQRhjdNbHBAZVIB8w5wWx0OMj5RXqMmiROJI2jDLIhR1Y5DKcAjB7e36VmWvg/TtKSQ2togklTyyzksdvycf8Ajo9enQVvGpBKzRjUo1HK8WV9Mvp7gFmuhLFKu5Dk5PA9sY/E/QV574vSM+KrzcrgtFGn++MA/jj/AIF+GK9N07RIobVrd0JiKbApAOVwBjnOePr9BVVbLStNbUruKwia7EqxxBEALfImBwPU+/4dKUKsKc+cVTD1K8VTueTyBWMhUH2yd2cd+pz/AOPfUU1stvPzEkk+pOM898/r9RWv4injudbvZI9mCRnb0ZgpDH8weefqKzJV/wBZzncSc9d33+e+frz9RX19N80E7WPjai5ZuN72ZGFLSkASMGYkhed3J5/iz0/2vrRUmWkbbtLZbJVQCT97noc9euD9aKsm4jtvByrfPubHr9/n8PfJ9xTZnV5JHCt8zb2zznk8/r7n3qHzBywY855J6nn/ABpchixK4z2H/wCqmI0dGu/s+r2szFtiyZODzyR/n+tdPqOH09FdWcrKr5Ix/EpB/T2+priFfaVYPsw2cg4weOfrxXVzSh9KtJJHPmvtYAHpwK8HN6VpRqL0Poslq3pypPpqa2jSEKvGMbcfkv8Ant9TXX2e11ww79/pXD6NIPK35Ptj1GK6/TpQ6rg46dK+e2Z9Gnc1hboBwvAHb8ao6lcCFChJGD0/P/P9KvzXKwwjGdx4GBXKavfRWryT3G9h2CKWJ69hVbgdf4bXLFsEZPf8a2rkZk9x0NYfhq8tnsVkR+CScHrWpcahaG6jtzPGJnUsqFhuI9QPSrXwnPNN1Lj2+bGRntUbR5Helhky21857U6U4Wk3oGzsUbkAKeOcVg6h5djot3qsxChS0sYP8TgBUH5gVs3bgKfpXnPxF1R8WOko37pIhPIAf4jkAH07n8RW+CofWKyg9jHG4j6vRdRb/wCZw7ucyZDHcS314bn/ADn601nLFuGO4Fuv+9/j7/Wo35ZjubHOc++aa3IJGSBx6Y619nY+HJNwOV2MQxzgH/e9c/1+tFQg4ySrYzj+dFFh2Fxk4yAehpSSD82M5pF3EKFDk424x+g/z+FOADdck9APy4/n/hVAxAGGACM54wKnsRm7jGB8xI4/OoQNxA+Yngemfb/P5VJEfLkVwCSCD169OP8AOfpWNen7SnKPdGtCp7OpGXZnXaeTGAMD+ddNpshBHp2xXN2S+bCrBSQQPx/z/nFbenSgS4IP49/8/jXxVSDi7H29Oopal+51NY5dpbkggCoPMW7bbnO6q+o6NaXcjO2/zD8yurEEdeRiq9vpN/E+IdQm8vOcttbPX8/z/GiNkbxjzdTctdLlTcwZ1VsZ210ENhZrJHcyxK88a/K7jJFZWnJrce0LfwSxsefOXaV9+M5/zzViVdf80o09pIueoiPHTvkf571d1YPZO+5evLwRFWA754q29yrRgjriucl0a/W6juJb4uhHzRBNqqeOR3/M/jV55diKgJBHvWTRnJ2Galeww27PPII4+AzscAA+teVeNZra68T3U9o6ujKmWU5GdoGM/Qe1dN441JYtOS03nfO35KOfX1x6V525+UYyTjr09f8APb6GvocnwnKvbProfN5xjOd+wS21uMKdfb3+tIyEFuCAD37dePrx7fSpWOMr8wwCOeMfe4/zj6GmtxnnoCOvHU/l9OPpXuHhojxjLFcAHHf3/wA/0op+SquR7AHPv/nj9KKBjFAAwc8A556f5/yKk2/OQzNzgYB69OP8+nSo9x2gZ7bf1zT1IYnOTnC9fpQJihflAyfm4wO/Tj/P5Vb0+0F/f21msjL9okji3ADI3MoJ98de/ToKrjkLwTnj0z04rovBlo1xrLXQUlLaPr/tMNqj8sn8PpUVJWi2VSXNNI1JIY7W/uYIQRCsrIgznABwOvtj1qeGTYxYHv8An1qfVYCNQlkxgSt5g/Hr+uapBj9Ca+QqxfM4s+yjJKKktmbaSLNg5JPPfr1rRity468+tc9b3Bjb5hxz/Wty0v0Uj5h61zuDTOmFRM1rW0lVwdxBz1zzWrHGY15JJ96pWuoxMoIxnrU/21SOGGfamVKQy8clR7Hp+VYN5dR2kTTzSBEQZLE4x0rSublWIwc4rkvGbeV4ekySDJIij88/+y1tQpe0qRg+rOLEVXCnKa6I4fWNRk1PUJbg52kEIpP3V7fT1/Gs9unPHH+P5f560A7R74NNOR/Dj0Pr1r7GEFCKjHZHxspucnKW7FY4cgjAOeM9Pvcf5x9KYxLHI9CMfn/n+lBxngY6j+dI306dKsQmTtzgfXOMUUmeDwD9aKRQ/p37dcVZsrK4vbgQWcEs85GfLgQs2OOcDt716fpXwy0u2lEuqXdxeDg+TEvkr05BIJYj3BWvQNPmstKs1ttPsIba3XokShRn1PHJ9z1rkqYq3wK5008K38bsefeHPhKDAlz4gd9x5+yQuAAPR3HX6L+db99b21q0dlZ28UFtbjASJcLnufc+55rpptWkZCi24JI45xXLQMbiNJmHLgMcep61zc85u8zqcIQXLAiu9Pj1C3KOxVwMo4A+U4/z9f1rjriGS3uHt5kKSp1HYjnBHtXokceBwKq6lpEGpwbJRtdfuSL1Q/57VyYihz+9Hc7cPiORcstjgvMK570v2mQH5SBV27025sJzBdxY5PlyL92Qex7H26/Uc1B9lGeVrz5O2kkd8VfWLHwX06sNpP0rXtrmaUDOaz7a1GQAOtbNvEqIOOazbj0LUZPdlmCMnGaPFWhy3vgm9lij3TjbJEvcqhy+Md8AgfT3rV0Sw/tBvNYlbZTjcOsh9FP8z2/l1UgVWi4GAy8AcAA9q6sJBqaqPocmMmuR0l13PlXcDjHINBGffjpX01rXhDQ/EQkN/pkDSOMfaEUJKP8AgY5/pXmutfBi9t90miX6XMY5EF0dj4x/eAwxz6hR717tPGU5aS0Pn54ScdY6nlzKQx4P5daaQfyrZv8Awzr2lI732j3kMcYJeTyiyAepZcrj3z+NZIYHnHUZHvXWpKWzOdxlHdEZUkkHn0oqQ4wR3ophc+oZLEEZVkBPO1s4H445/Sq0lq8X3xgf3hyMVohzgYJOKTzPb8q8VSkj2mkzJlRTnH5VnG3VHZFGMndj0z1/z710bwRSJ8uAfbisy504grKpIdDnA7+1aRkiHEqRrke1WUiB4/pTli4DqPlIp4OyTBzx0psEKtnDOhinjWSJuCrrkGsHV/B0lsjTWR8yAcmM8uvsP738/Y104kCgHODXlvir4oQ387WGmZmgRwpLb1WTBOTuR1PYY5xg9K5K9OM7XOqhUlC7ia9np07zi3jt5TNnlNuCPrnp+NdVZeF44j5mosJMHiFOVP1PU/Tp9a8hfxp4xOtW+o217Gkce1UsFUJA44yrZPfn5mORk4Ir3HR9YTWtMju/Je3l+7LA5y0UmASuRweoII4IIPeueGHhF66m1XFVJRvFWRZJLHn6ADoBSSgHaOppxGTTSMk8Fh6DvXYjgbJyzKuc/TFRPNMVAHU96X73LuAP7ooZ1b5U5J7UkhNsIYySWckn0zWLrfgnw/4gZpL3To/PPPnxZjkJ92XG78c1vxrsA3Nz6UMxOQOPc0lOSd0waTVmeT6n8FlCZ0nV5Ae6XiBs/wDAlAx+R+tFerDev8RP1ordYqqupk6FN9DO3sCeTgVIkvTcD7UUU7I1THAA8oSCKekuMJMuR6iiis2r6Fg1siTBE4R8kD0Oef5/rVe4hwckdOOKKKmMndAzifiH4iXw/wCHV3KSLyYWzEfwxkEscfQY6g85GCK8sn8NxugvdJZthUN5cnGQSF/mcfXPAGMlFc2LnKMk0z1MvpQqwlGaLWnN5ltjbhsYIJrufhL4gu7y+1TSbmQyRW0cbQ57fMwbPv8AdH4UUVrDXVnBO8HKmnpf8j1Ah2OAeDUwgRsBhkDn8aKKqTZgBgj9MCow8a/LGuT1ooojruJki72GTgU/heTk0UVICMe2OKKKKaA//9k=) | PROFESÖRGAZİANTEP ÜNİVERSİTESİ/FEN-EDEBİYAT FAKÜLTESİ/MATEMATİK BÖLÜMÜ/UYGULAMALI MATEMATİK ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Matematik Uygulamalı Matematik | kablan[at]gantep.edu.tr | E639F1B66F5C191A |
153617 | ![ABDURRAHMAN UZUNASLAN](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRGAZİANTEP ÜNİVERSİTESİ/FEN-EDEBİYAT FAKÜLTESİ/TARİH BÖLÜMÜ/ESKİÇAĞ TARİHİ ANABİLİM DALI/ Sosyal-Beşeri ve İdari Bilimler Temel Alanı Eski Çağ Tarihi Yunan ve Roma Tarihi ; Eski Anadolu Tarihi ; Eski Önasya Tarihi | abdurrahmanuzunaslan[at]gmail.com | BED0EF594A178DE9 |
14257 | ![ABUZER ÇELEKLİ](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRGAZİANTEP ÜNİVERSİTESİ/FEN-EDEBİYAT FAKÜLTESİ/BİYOLOJİ BÖLÜMÜ/GENEL BİYOLOJİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Biyoloji Limnoloji ; Hidrobiyoloji ; Ekoloji | celekli.a[at]gmail.com | EDEBEE713CE7C5AE |
12443 | ![AHMET GÜNDÜZ](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRGAZİANTEP ÜNİVERSİTESİ/FEN-EDEBİYAT FAKÜLTESİ/TARİH BÖLÜMÜ/YENİÇAĞ TARİHİ ANABİLİM DALI/ Sosyal-Beşeri ve İdari Bilimler Temel Alanı Yeni Çağ Tarihi Kent Tarihi ; Osmanlı Tarihi | agunduz[at]gantep.edu.tr | EDD78CD4568BD7B3 |
58004 | ![ATİLLA ENGİN](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRGAZİANTEP ÜNİVERSİTESİ/FEN-EDEBİYAT FAKÜLTESİ/ARKEOLOJİ BÖLÜMÜ/ARKEOLOJİ ANABİLİM DALI/ Sosyal-Beşeri ve İdari Bilimler Temel Alanı Arkeoloji Erken Tunç Çağ ; Seramik ; Yerleşim Arkeolojisi | enginatilla[at]hotmail.com | 896337EEB942B7F6 |
101010 | ![AYŞEGÜL İYİDOĞAN](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRGAZİANTEP ÜNİVERSİTESİ/FEN-EDEBİYAT FAKÜLTESİ/KİMYA BÖLÜMÜ/ORGANİK KİMYA ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Kimya Organik Kimya ; Spektroskopi | iyidogan[at]gantep.edu.tr | 41D0CDC5E8DE8C67 |
192933 | ![BEHİYE KÖKSEL](../authorimages/photo_w.jpg) | PROFESÖRGAZİANTEP ÜNİVERSİTESİ/FEN-EDEBİYAT FAKÜLTESİ/TÜRK DİLİ VE EDEBİYATI BÖLÜMÜ/TÜRK HALK EDEBİYATI ANABİLİM DALI/ Filoloji Temel Alanı Türk Halk Bilimi Türkiye Sahası Türk Halk Bilimi | koksel[at]gantep.edu.tr | A593042DD0E58E96 |
148409 | ![BELGİN ÖZER](../authorimages/photo_w.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRGAZİANTEP 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 | emirhan[at]gantep.edu.tr | AE1875B11B83C970 |
12263 | ![CANAN CAN](../authorimages/photo_w.jpg) | PROFESÖRGAZİANTEP ÜNİVERSİTESİ/FEN-EDEBİYAT FAKÜLTESİ/BİYOLOJİ BÖLÜMÜ/MOLEKÜLER BİYOLOJİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Biyoloji Moleküler Biyoloji ; Biyoteknoloji ; Mikoloji | can[at]gantep.edu.tr | 20EB700591590440 |
5363 | ![EMİNE ELÇİN EMRE](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRGAZİANTEP ÜNİVERSİTESİ/FEN-EDEBİYAT FAKÜLTESİ/KİMYA BÖLÜMÜ/ORGANİK KİMYA ANABİLİM DALI/ Sağlık Bilimleri Temel Alanı Farmasotik Kimya | oruc[at]gantep.edu.tr | 987C6E3397319DBA |
29150 | ![ERDİHAN TUNÇ](data:image/jpg;base64,/9j/4AAQSkZJRgABAgAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDAxNDQ0Hyc5PTgyPC4zNDL/2wBDAQkJCQwLDBgNDRgyIRwhMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjL/wAARCACnAIcDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD2CiiisygpaKKYC0UUUAFLSUUAFFFGaACkopKAENJS0lIBD0pOKU00UAcV8Xv+SW6z/wBsP/R0dFHxe/5JbrX0g/8AR8dFWhM7mlpuaWoGOopuaM0AOopM1BcXlvaxPLPPHFGnLM7ABfrmmBYoyK5S48USXpcaSgNumfMvpwUgjAGc5P3vov0JXOa5DUPG+sWV0PsGopqlvFkzMLVY0bn+EgkgDpnP+NAz1fzV3bSQD6ZpwbNeWSfEqwWxR/Ov/tXDGNEQpnJ4JbscdvwxRY/E4rdw+bpxWFkJk8t8+5IXAx+J9frSCx6pSZrhm+KnhwWvnGW4STnMJiJcY+mV/WoLT4r+H728FurzQDjElwhCt2425x684piO+zSZrL0/XdP1L/j0vIZyBk+W+7j1+nvWiGBFIBSaBSE0A0AcX8Xv+SW619IP/R8dFJ8XT/xa3WfpB/6Pjoq0JncUZptLmoGOprNtFIzYri/HXjW08PabLbxTbtRmjKwohGYyRgOx7AdvUj6kAHO+OPHhvJJtF0y4WGIf6+58zAkXB/drtBPPHPHQ9jmvPDdG6SRY4LWMgDDqzhmIOSTlzuJJOS2evGBVG6kNxIZZmPmEfKeyn+vfJ79TkmqrzyM4wNjDr/tUwOjh8Xa28DRXGpSy2xYBklbeGGc855xkVlz3DJOkmQYhllI6kEng/mRVERNIcRkndyRitSy0K6ulIVDzzzxSbSLUW9hn22KZQpj2dGJX1z+lWYLxUw7gcuWP0+n51oQeBr6RN23GMH8M/wD16ZdaBcRuYcHkAZbqB2z+A/lU86KVORii6CwOfLABzwD0B71nTKseQjgrIAeO3tV27tZoWaEocZySO+KoPE4y5xVpmckzV0HxFe6FdxXNrLho23bGOVbPUH6jj/CvoHw14mtPEenC5g/dyods0JbLRt/X2PevmRnJbk9BgcYre8MeJbrw9qK3MWHRlCyI+SpA5HGRyOxzxmm0SmfTG7NKDXJaJ42sdXVcQzQEqCd5XAyM+uSMAnIGMDPSuqVsipKOO+Lp/wCLXaz/ANsP/R0dFJ8XD/xa7WP+2H/o6OirRLO3zRmm5pCeKzKMjXtUksYSUeKJVRpZZ5fuxovoM8sScDtwfofnLWb641PWbi6uJJJZJX3BpFwSp6cDpxivd/Ec7PqbwiQpHbWq3cjDI+6z7Rwf72DzwQpr5+uZRJdyy7AiNIWUA52gnpkdaaBgXK8ABuhUtSqDLJkZHbA+lRhy2cdOuMVf09N9wmMZzjmiTsi4Ru7HQ6HpKCUSSIhBH3cBsZ+tehaRBbQlfkHHP41zmnxKqAL0xW5ao+R2rjcm2ehGCirHXQzWiQlQoBI/hOPp/SqYtrLJYohJzu3c/rVWOKTGecDqe1Dxk7h3HpTuLlMTVtHs7iM7UCkdGHWvMdfsHs7gggHnAI7ivWb2NlBrh/E1n59szfxKCelOE2pCq01KJ56xJbJAxnvT45CmcAH14FROdrMMjg8UBj2zXaeYzv8AwZr8Xl3Gk30qpbGB2hlZQSrKdy9eAQSxB65wOwr13w7fRzaTaRm5jmnigRZtjhsOFAOfxBr5xs5pYbqOeJyjocq6nBU16z4e8RwrLFuIj3kOyAAYbGC/AA6HDY+uBhjUtDTN34ssD8MNYGf+eP8A6Ojoqr8UpWk+GOrnA24g5Hf98lFNCZ32aazUxm4rJ13V10nTZZ8jzdpESnu3b9ags4r4geIFsbq8tbaUm6mt0gMYHT7x35HTAc49yD2ryF4yB9/g8e9bWs6o13cO4XBkkLs5HzScnBJ9cH8Tz9MZ7gDvke4podiJVbORnj0rT0kmW9CqM1kPMQm3d/vbeM1teGI8O05HQnBqKmxpSXvHomnxbYl3EDitBtXsrQgSXESn0LCuMfWFB/eymNOwz/hWFevp80reQ+W6nBIz9MmueMTslNrRHqS+IYJeIZ1cdPlOakk1bZISW6jvXmuhR51GKJGOGOBXReMLaWwt4ULnMncemKVtS1sdI2qxTNt86Pd6bqyNXhEltIVweOa87jeAT/vJmQZzjdjnNdBb3qxQMkM2/AyVLE5/OqcOpnzvY4e54uXGMYY4pEkIyB+OKW9H/EwuAc8SN/OolJVsjr9K7I7Hmy3LcUhMihNoJ45OB+f9a2LC4WK7EdyhUr0KnDK2RyMdawkQvMFX17dqurBILgwYzJyApGDnHpTJPSfEty918KNa88Bp4pIlDsuCw86P5ge+eefTrzmisXUrrzfhtfvEpIltozKx4AdZ4VIAxj/AY69ihDZ7ZdTOiARY3scAsMge5Hf6V5v4zuFaWZp7uXZEpjTODudh/dA4wCOcdAw5Nd5qkqxweY2PkO4E9q8W8Waq+oX8zEhYw2FUgBiM46gkHkdfYVmaHPXkizXMroqojMSE/ujPArOnY/xHp+FWwBggYzx05zVWYHJL/KSOKoTKzHI2j/8AXXoHhrSvO0pEDgFhksw6E156CN2R2Fel+GZs2qBmwQeh61lW2OjDK8mNv/BNyP35H2gYx8pI/IdqjsPBM8hOLXyY2+V2kds4/wA4r0KyvkiQAsOneqeseJreziwu0sTgL71hzOx2+zV9ihYaFb6aYyqAyKcbuePpnmug1/TINRsrYyrkMuM+nbg1jhrkRJM06uCfmGMYrWN6ktksbEDb0xUhY8/1PwUUUNb24uI8n5VLBh+vNN07wZOzrNJA9usfKuzZJ9sZrqLjWH0q6iSdw8EudrDqp9D+YrS/tSK4i+8CKrmewOmt7HjXi6z+xa+4UqRIiudowPTp+FYmD1Fdn8QEjW6tZlUHIZGI69iP61xakk8df511U3eKPMrRtNo09JdF1CNnZQnfPf2rob3/AJGSOaMMpjQ+WOTiRc4HT+8B+tcpARnkfKetdLo0Lagktq83zoVNvKVB2HJ65/hJIHr0+lWZmjrMUmmeBdVsZQ0e9IvkwcEiZWzxxn5iCeOAmM54K1fFdlcN8Nr6a9jiDI0MiSxNnzcsgDHPI4J4PtzRTQmd94kcmzKlpFQK0hMfU7RnHrzz0weK8L1eaNJ3gtthRWAJXkMwABIPdcgkfWvY/Hplbw7JDbkia5lit1IOPvMBjPoen414zrkBh1CeMrGojcoFTOF9Rzz17nr1z3qEWzO84ICSxB9u1VJpmkbPQegp0hJGOaiP3hnvVE3Go+H+vFdXo948VsmDjAwa5STCvkdeprodEYTWx6ZBORWVVaG+GdpHULrEvl8N+tUyDfyO7nJAODVWONiHU/eXoPWq8t9c27qiQN5Tcb81zJXPR5rIui/1S0yFnZ4v7pq1H4guWXapbOOhqgHumAAMBLhSoLcnccYqQ2tzCGd/IRVOCxPHNVYjnRbZbm9sXluJmd1bIB6CksdTljBjZjlfWqJutRd4oLVEkjcBmfBAXNSpCUR5Gxv4FJorm0MrxXftcSQITnBNc8vXPcVe1r59RCA8IvPsc/8A6qplSvFddNWieZWd5ssROpHo1dZ4UlWO+EUsbN548uEAZ+cfw/r/AF+vGw5yK67Q7See9tDaqxkHlyrt6A+ZsJOfo1UzNHe+OojF8MdWiPRWi2n1Hmxn+poqT4hLs+G2rDOQDCB+EsY/oaKEDOl1m0N/ZSQoQJVKSxbjhd6MHXJweMqAfbNeR+JrC3ea7k3/AOkPcllQR4x5hJ2Mx4yDu6dOfQ17PKMg815z4p00anq32W2cQ3KwOzS9PM2lDtPrnKc9sd8EVKKZ5S+ADg5qBmGex9DUzgqQTg/jnv7VAzk1RAx/WtDRbz7PclD0bms5sk5pqEiVcE5yMUpK6sVCXLJNHeLKDIki/Q1daGOSAkLWBZzNsAY81uWN2pfa59jXE1Y9aMrlfytucAfQjNAzkDYv5VsSWsJwyng1PbW1qvL4z6UXZpcgtSzgZHPTmsfVLlLXzXJwqZY+5rpZpbe2t3YYUY615pr+pG6uzCn+rRsk+p/+tVQjzM561TlVzNknae4eVsbnOaAzOckkn0pqcc7alRmY4BrsR5jd2W7S3aecRqQGY9WOAvufau+8BKbjUTczxrDtfy12JwJAgHzZ6cbj7knkYGeTjsDp9rY3zsN8v73axwCufu+nK5P5CvQvB9qkWi29xNHhLuUP8o4STzCUP45Xr02ikxo0viMHHw51MNg8Q8j/AK6pRT/iSP8Ai3Wqnn/lj/6NSinHYGdXI2FJrmPEGi2erxbp1PmodynccZ9SvQ/iDXRznEZrHunzkVmUeb6pokkb73t4NxAXdHwnHQjoU/DjrzkjHMapoVxaEzLDiFuRtJbb7HvXq9woOcism6jGDRzWHypnk0kbRttYYIpkSl7hB/tCu01jSoLnLt8jD+IVjWulBLoOCSF6Zoc1YI022XoosIPWpVVgferKw4UUFMdq5mz0YqyEW4mUY3HA96kW6m/vmkCjv1qRUUDikVdle6llkjIZiRiuMmBNxIf9o128ibgRisGTRi905EmBuzjFbUnY5MQm0ZCZC/d49a07LRLu8TzEjcKVypC5B+vfH510On6JbKi74w7A5yRXVWFssUaIq4CjArbmOXlMWw8O3usT28t48ccEWEMBQ/dUj5evQ4z+VekaZYR28Ij4YBmcDaAAWJJIHbrVK1jCgetbVr0pDOe+JGR8OtTz/wBMv/RqUUfEv/knmq/9sf8A0alFXHYmW50NzJ8uKxrhsk1euX5xWJqmo2enrm7vIID12O2WI9QoyTWZRVv7mK1t5J5nCRouWJrBtNWTVYWlht50UHAMigZ+mCaq+IrS+1axe7tLO++yQAySS3B2B8Y5SLrtAyc+5z0qr4LvFa8/s6d8BwWhJ9e4/r+dKSaVyoNOVmWrmB5Gyw49KhS12vwOtdJc2YRyMVSaDB6VytnfFJFHyflxioHiP5Vq7OMGo2gzmkUjL2+tKB6Vbe2IPGaVYDjJFAyqF5qvNARKHTg1oiLGeKkjt/MbGKalYhxuQ20/lRl5FY7RkhVJP5VvabdQ3UKywSK6HuP6+hqktnt5C/lXJ6pPc6N4gea0lMLSKGOACOeDweD0ropy5tDkqwUdUerwHOK17Y44rlNGvZdTuFaymsrmzCgNIsjLKGxzlCOBn3/Gujs5xLLIihz5Z2sShAz7EjB/CtLGFzH+JR/4t7qn/bL/ANGpRTPiSc/D7VP+2X/o1KKuOwnuc3f+O9CMp83VtQu064sbf7PGfYlj5n5ECsRfiBYWOP7I0WztXGQZZd0jsPc4B/U0UU+VE3ZeTXbHVm3a745W1gIz9nsLSfJB6qTsA/PdXL6xLo9hqwOh6m9zbKqyRzFHV0buDlV5BGcgdCPeiiiwXO0t/G+hXmnwyXt4sF3txIoikIz6jCng9fxpn/CU+G2POqAf9sJf/iaKKxdGLOmNaaIZfE/h3JCaiGHr5En/AMTUP/CU6IOPt2f+2L//ABNFFHsYFfWJeQ3/AISnRP8An9/8hP8A/E0f8JRop/5fP/IT/wCFFFL2MSliJeQ5PEugE/NfhR/1yk/+Jq/B4r8MQqf+JgCT/wBMJP8A4miij2MBe3kMfxf4ezlNQ/DyZP8A4muO8R6vZahqSy20++MRhc7WHOT6j3ooq404xd0YzqSktTpLHxD4Eu7C3i1bTpEubeJYy0cZXzCAATlCM9O9bljqXwwsoNtvrl9aOcFpIDdI59jhcfpRRWljG5R8Z+KfD994YvrDSPEF3cs4j2QXUDt5uJFJ2yEBgQASd+c9BRRRTEf/2Q==) | ![ORCID](../images/orcidFav.png) PROFESÖRGAZİANTEP ÜNİVERSİTESİ/FEN-EDEBİYAT FAKÜLTESİ/BİYOLOJİ BÖLÜMÜ/GENEL BİYOLOJİ ANABİLİM DALI/ Ziraat ve Orman ve Su Ürünleri Temel Alanı Toprak Bilimi ve Bitki Besleme Toprak Bilimi ; Toprak Ekolojisi ; Toprak-Su Koruma | tunc[at]gantep.edu.tr | 59CEE59CCEC03C78 |
44672 | ![FİLİZ ÖZBAŞ GERÇEKER](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRGAZİANTEP ÜNİVERSİTESİ/FEN-EDEBİYAT FAKÜLTESİ/BİYOLOJİ BÖLÜMÜ/MOLEKÜLER BİYOLOJİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Biyoloji Genetik ; Moleküler Genetik ; Genomik | gerceker[at]gantep.edu.tr | 8127F946F3A677F7 |
164109 | ![GÜLAY ZENGİN](data:image/jpg;base64,/9j/4AAQSkZJRgABAgAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDAxNDQ0Hyc5PTgyPC4zNDL/2wBDAQkJCQwLDBgNDRgyIRwhMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjL/wAARCACnAIcDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD1InjP5UxmHHtSE84qJ22g02WOJwOvSomlXbz9PrVHUtUhsImlnYKgGck9K858Q+PZZ7e4itQ0cRVl3jOScEce3NJjSOo1/wASRWalGJkDghIg+3eARlmOOB6AHn3zxwWqavDc22Lq+LFTwiYVACe+OuMe5rjLvWLiaXzAxXgKoU424GBWa8ryOWZmJ9SaSTYXSOpvtcsbWYvpTyrIMbXVnUr0z1PPTHSqEvizVpny92xHptAz+lYZYnknOabn3p8qJudZpnji+09DH95T3DYNJrHi2bVdpaSQBT9zI/mMVyuOaB+FFkHMdrYeMJpra2tbtziJ02Of4AGGD+HP5V6/YX0V9p8NxA4ZJFDLj0PSvm1GI6dPeu++HOtCC8/s+eVvLkJMQz/Fxx+lK1hp3PYAQTn1ozwMGmK2FzjNPHIFMAJxjP8A+qjtSED9KQ8c0AAPPHp0opHPIyO1FF30Ga284x1qCd9oJY4Hc+lO38kdKoaoGl0+eNPvSIV468/yp7sk8y8Q62moXM148mbSOQrHDI3DkH7xH93oB71wuoai9xuXcQhPI6D6VZ8QzyJq1xaMqosDsgQD/aJz9eTWGzEnjnPSlYq4xjzk03BxjtThnjmkA/OqIEOccflSDjrUywuwyo/SnrayM33D+VK6HZlbqc0uOB2qWW2kiwSpxUZzj3ouKw33FWbW6ltLhJoJHR1PDK2D+lV/5UuOc56UAe/+F9RTUNEtZRP50nlr5jE5IbHINbq+n868G8IeIbnR9TijWX9xI4EisTtHbP8An0r3ZGLDt60l2K8x5Y8Uvpz34pv19KUEZJpgI349euaKC3Un6UUc1hl/uQRz6e9QzDKNnJGO1S88fSopMZ9aCT5+8cRGDxbfhuQXyDnqMVzoxntXUfEG6S58X3e3aRHiPIGOR1+vOea5cNhfWgBQpIA71bs7NrmQIo61WjRnYBRnPFd94a0iOJFd0G89TUTlZGlKHMynbeH2ZBlcAe3NXl0SNP4d3vjrXUeSijAA+X0qMxjcMriue7OtRRzV9o8ckJ+QZwee9cNe2zWtw8ZHAOa9ga2UjG2uJ8Y6SIo0uUX2OB9a0hKz1MqsLq6OJBINLxxQR146UnStzkJYX8uVXI3bTnB5r6D0HUV1LS4bkYG8ZwM/lXz0vOK978IJ5fhqy2oI8xgjueaT3KWxvjv1/Kl/l9aBS9MD1oAYfx/Cil4zx+eKKALp9uhrjfHfiSbw/YRtAgM0r4VyPujnP9K68EH8KwPFfh9PEOmLbM4jKSCQNtzjgj1Hr+lMDxDXr+HUr6O5jGXeBPN46yfxH8+eKyRgnpjJrZ13w7daFqItJGEhflCo6jJHTtWRtKuu4EA8igVjc0PTTLIsrj5c5Fd9p+yPbjAxXNW8E5023S3cIzKOcZOKuNoD+Tum1Zo27gjj+fFc8tXdnXH3VodeMMuR0pAnOeo6fSuX0+5uLV9v25LmIdwRxXRxzl0yD1qGaJ3ROFIPXv1rP1a3iuLZo36EY/Skur14F4wM5wa52Qy6hdFJNZjhbdjaACaEKTOY1fQpLRjLCN8XU46isUhlPfI6V6DNoM0Kh471pD1JxgGsPxBYLb2KSADfuGWAx2reM+hzTp9Uc2r7WyAOua9Z8PfEGC8SO2u4hHKOCy8huw7cV5MBuIAHSus8FWLrqKXvlF5Ix+7XjGTkZ5POKuXczjue2qc9qceBgCoLRHW3HmcnFWAP060IY0cH9aKXODwOPeii6Fcse5/GmvzmnDHOelNbIzmmByni3w7FqsH2lWCzQEvu5+Zdpyv9a851S0gl07T4FH+kKMMR0x0/nmva51OxguAxGATnrXlV1bmS9fAAkikYYCnGQeV/Pke1ZVNHdG1JXTiy3ZW5FjEq/wAKj+VU7jw+tz5zSPmRxw5XOOewrbsxiKPK7TtHHpWgsQI5/Gsk2tjflT0Zylr4eENtHESGKEkPtw3bjg9OK6DT1CIUz93AFS3BWCPp14qO1JIJAIzzUt33KSS0Rm6rZfbc9eOOM9Kx5vD/ANpvoZiVRYlVfLCcEDHvXSyyLFLlumauRRpKoZee/FNSa2E4J7nP2emNZlvLOELZ2dh9PSq+vWX2nTzH3HOa6uSIKh61k3isy5VQee/ShPW4nFWschYWkbfZ41iUPh0Zum44xg/nXq2iaZbWVmixxgDsM+5rhrOzzeGeNHMUKhpNo6nPzY/DJ/CvR7Mvsbf1GQR75IraF2YVNNC4uBge1APvxQM9falzxxzg8+9aGIg+tFLjOAKKYE/sRTTzn0p3WmkdaQDJASpUYyeBivJdd1mTTfE13Df2exGGQYhndycOMnuDg/SvXMZ781wHxG0pLq3guvsjM0ZAeVF5VOcj6c/19aGk1qOMmtUVdMu0vLKO4jBCtnAbrwa1xPiPkjpxXM+FZYpdNECt80TEMp6jJJFbk0R2ggnFc0lZnZB3Vxs8jTyKRyq/rUkNyYQ6mE4b/ZzWVNq62cyxyWsxB4Dqvy/ic8VZj1KWeHzYbZ3TOPlUnBpNMq5LL+/3kxFd3TIxS2Ur25Eb529jVK51Z7Z9kts5b+4FORVmKU3KZMbJx0YDIpPQdzVkl3RDOM44rC1XULbT4hJc79pOMIMknBrXfCRru9Oa4HxXqbf2pFDGFZYfmI981UFzMzqS5Vc9C8I+Td6VJKWifz5WZVXB2LgAKffAz+NdSiBeAOvJrybwPPeLr9lFykT+bJJGpIGChxkfXGK9bXt3roXY5W29Rfx69BS/iM0gGKX19aZIhYbcmik5PAGeT9aKaQyfPGaTccdcU309KM84yDmkIX6dR0pkiKwIIBUjkYpSx9RSbh6YBpsDB1Sw0+yhMkFtbwzO2SY4wpf64Az/APXrHaTKEYrS8RMXUyrlhCQcD06H+f6VjFsLkcisa0dTooy0BreOY/OAfTNOWyiUYVV5OcY4zRDIpfk/pV8NCADx0rHVG6ZSFpErBvLXce+KeECMMDmp5pYo14PPWqJl8x+Oc0ag2WJpldkTci7jtXJ6k8CstPAcd7qLNeM+JMyblODnI4PHTnj6GqHi5mg0pCrbX3ggg9D14rvfDd5JfeHrGeU5laFdxJySQOv41vDY5qsruwzQvDFjoW9rZSZH+87ncfpnFbv64pozzkZpec5xz0rRGQ7t7d6Q8Zzg0duM0E8DvQITIJ9z2opODx/Kii4Dgeep/wAaQnqc8e1RyyxxjLEZ9KpPdbmUOxAPt2rRQJ5i69wqnb949gKqvcyNIY84Ozdgduw/z7U5WAjwgHP8VQLkyyyMeCQv0Az/AI1fKkK9ytLGHjKnvnNc1bgWtw9nIML1j5/MV2DKJOcYArC1qxDOrJ8rnkHuDUVIcyLpT5WUpbN/vJkYqBlu04wcVpabepIPLl+8OM1tosRriZ2nJLbTyt8wNXobfylyQSa2rgKFPFYGo3i20TuaSFc53xW32ye1sVbLySjkfUjNd1oc0WnWaWz5VEACk89ABiuK8PQPqWrS6pP9yLKxjHf1rrSuUC45H+FddOHunJUlqdIkqyKGQhh7HNSBgck1x4laOU4LIyngqe1Xl1aaKTDuHTpgjHOKpwfQm50ROeelGDzWdb6nFMvzfJ7davCRWGQc56GlZoaY4t0HSimkZ/lRSuPQzb0B2LDsMDmoo2W4iX+9G3zDpTrmQK8SnoSN31qBQYNRKj7jcfrW6Mi8D84BHBHBpgYebKh7BT+eal271XIBINRqh+072/55kc9zkH/GnYCdPugVn6iE8iRpGVVUZ3McAY75rQU4VSemK818eeImmd9Kts+UD+/bAIfoQAfY9fekxXNW6X5ku4CCr9cHPNadnfHaATyK5rwxeRX2hixVmE8GQ+QO5OCP0rLu9b1HQ7tra6iSXAysi5UP+Y/ya5alJt3R0wqpKzO9u70LGWzxjrXGXk0mqXq2seSGOOKyLvxjPdRlBb7T678/0rY8K2U95Y3V+z7Q4aNBtyTxknP6fgaUKbb1HKqraGvoGp20lxdaUkZSS2BCnOQ4BwT7c1vEbX+orzOAS+H/ABBFOd3lq/z4Gcoeo574r1BNs8SSowZSoYFecj1rqXY57lGSM+aT6ZBqOePC7uoA596syLh2+tNCb4gCOSO/emIkt1Ywh1B5755qzDNJH91iuOBRa8QIO/NSiDCgnknrRYC7b3u4lW4I9+tFUHTOMHBorNwK5hdT+S5iOfvMv86feptnjYZyCMmnatGXgLZ6fpQj/abCOXPzbRn2rYgtIdxYZ6etNdfnjIz97H58f1plvJnC+3OanyFw+CcfN/WkBS1O5NrZsAwD/dUH+YrhrjQBqBJCnPriuzu4Gv7vfJxEnCKOp9SakSFFGFAA9hQCOFtdJfRrjzkO1kByCOGB7H1rS1zSbfxFpAktQhkA3RSNxg8ZBrpnto5SAwGT39KyzpstldboCRGx+4Oh9OPqaLXC55ZouiTatqy2mCgU7pyeCqg8/j2+tesQWqWNhHaW4+RF2KAOg9frVe2sIrW+nu4Yvnumj38cjAOfoDwfqK2VCeYM8ZGBSjHlC5zmqaH9o0yWRoG81s+W4wVyATgnsfaneE7p5NO+xzkia3+UBhj5e35HI/KuknjDYGODzj1qkNPSC+N3Egy0ZjZRge4b8x+tMBrDdKw681IIsbcj1qZYscnBJ56VL5e6PA5I5AoAi8sxIgHvVrGUz78VHIRgDHUVYjzswRgDjBpDKM+4XsEajrE/H0K/40VPcJnUYJM8LG4P4lf8KKNQJXIlS4U88YGao6V/y2jJ+XeQBRRTEWQhSQ89DVhmPlg5IoooAiABUnHfvTducA8CiigBQm4475olU+WW/iUhx+BoooQiZ4rfZI67RJt5Ur/L3+tZtzF5NwrEk5BOM0UVTBFqP94mfQc0/hiBgCiip6XGNKgc4p8YO4kcYoooloxoaQd6npVsrmMmiihaoRl61ejT7RZtm58hFHqTz/Q0UUVEpOLshxipas//2Q==) | ![ORCID](../images/orcidFav.png) PROFESÖRGAZİANTEP ÜNİVERSİTESİ/FEN-EDEBİYAT FAKÜLTESİ/KİMYA BÖLÜMÜ/BİYOKİMYA ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Kimya Organik Kimya ; Polimer Bilimi | gzengin[at]gantep.edu.tr | 7ADE9F61E45E235E |
175818 | ![HABİP TÜRKER](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRGAZİANTEP ÜNİVERSİTESİ/FEN-EDEBİYAT FAKÜLTESİ/FELSEFE BÖLÜMÜ/SİSTEMATİK FELSEFE ANABİLİM DALI/ Sosyal-Beşeri ve İdari Bilimler Temel Alanı Felsefe Estetik ; Sanat Felsefesi ; Yirminci Yüzyıl Felsefesi | habipturker[at]gmail.com | 0BD0BF543830ED70 |
148423 | ![HALİL İBRAHİM YAKAR](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRGAZİANTEP ÜNİVERSİTESİ/FEN-EDEBİYAT FAKÜLTESİ/TÜRK DİLİ VE EDEBİYATI BÖLÜMÜ/ESKİ TÜRK EDEBİYATI ANABİLİM DALI/ Filoloji Temel Alanı Klasik Türk Edebiyatı Osmanlı Sahası Klasik Türk Edebiyatı ; Osmanlı Sahası Dışındaki Klasik Türk Edebiyatı | halilibrahimyakar[at]gmail.com | 78634E8D7A9AA4E0 |
51475 | ![HİDAYET MAZI](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRGAZİANTEP ÜNİVERSİTESİ/FEN-EDEBİYAT FAKÜLTESİ/KİMYA BÖLÜMÜ/POLİMER KİMYASI ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Kimya Polimer Bilimi ; Fiziksel Kimya | mazi[at]gantep.edu.tr | FE740EC00880FB3C |
153525 | ![HİLMİ BAYRAKTAR](../authorimages/photo_m.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRGAZİANTEP ÜNİVERSİTESİ/FEN-EDEBİYAT FAKÜLTESİ/TARİH BÖLÜMÜ/YAKINÇAĞ TARİHİ ANABİLİM DALI/ Sosyal-Beşeri ve İdari Bilimler Temel Alanı Yakın Çağ Tarihi Balkan Tarihi ; Kent Tarihi ; Basın Tarihi | hbayraktar27[at]hotmail.com | AAD2B6E5E018B56E |
13945 | ![HÜLYA ARSLAN EROL](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRGAZİANTEP ÜNİVERSİTESİ/FEN-EDEBİYAT FAKÜLTESİ/TÜRK DİLİ VE EDEBİYATI BÖLÜMÜ/YENİ TÜRK DİLİ ANABİLİM DALI/ Filoloji Temel Alanı Türk Dili Yeni Türk Dili (Eski Anadolu- Osmanlı- Türkiye Türkçesi) | herol[at]gantep.edu.tr | 425EB718D029106C |
133213 | ![HÜSEYİN ZENGİN](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRGAZİANTEP ÜNİVERSİTESİ/FEN-EDEBİYAT FAKÜLTESİ/KİMYA BÖLÜMÜ/FİZİKOKİMYA ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Kimya Fiziksel Kimya ; Polimer Bilimi | hzengin[at]gantep.edu.tr | 369867535D5A881D |
40503 | ![IŞIK DİDEM KARAGÖZ](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRGAZİANTEP ÜNİVERSİTESİ/FEN-EDEBİYAT FAKÜLTESİ/BİYOLOJİ BÖLÜMÜ/MOLEKÜLER BİYOLOJİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Biyoloji Hücre Biyolojisi ; Biyoteknoloji ; Moleküler Biyoloji | karagoz[at]gantep.edu.tr | E8C00D5BF2B2BC1A |