![](data:image/png;base64,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)
Web of Science verilerine göre kuruluşundan itibaren mevcut öğretim elemanlarının 285 adet Uluslararası makaleleri bulunmaktadır.
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)
Mevcut öğretim elemanlarının 9 adet TÜBİTAK projesi, 1 adet Bilim Sanayi ve Teknoloji Bakanlığı Tekno Girişim projesi, 2 adet KOSGEB projesi, 84 adet BAP projesi ve 3 adet patent bulunmaktadır.
BAP PROJELERİ:
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J+ZeU433ai+spXvlLcEwAAAHqj7ZD7F3/xF+NXVp5I/JQQAAAA9FLbITeulhw/CxTn5n7pS1/Kbr311nw8atWqVdnf/d3fFfcEAACA3mg75EZP7e7du/Nzc7/85S/nPx106aWX5tN///d/n337298u7gkAAAC90XbIXblyZbZx48b8vNz4LdwtW7Zkn/vc57KhoaHsiiuuyAMwAAAA9FLbIfeLX/xiHmTjvNyjR49my5Ytyw9bBgAAgLpoO+TefPPN+Xm5cQ7ud7/73XxeHLbsnFwAAADqou2QGxYvXpyfgxuBtxTTe/bsye68885iDgAAAPTGtEJuVRy6vH37dufiAgAAUBtThtwHH3wwW716dV4xXooLT61duzbbvHlzPozpkydPFrcCADCXXj9+PDtx4MB4xXQUwCCaMuR+/vOfz/bu3ZutW7cuP/82RO9tnJsblixZkl98Ki5E9c1vfjOfBwBAd0WQfWb9+mznokV57Ur11IoV4xXTUXHb4ZERgRcYKFOG3AiucWGpNWvWFHOy7Bvf+EY+jN/NPXz4cB5+//Ef/3F8frfFzxjFzxZFReAGABgEEVQjsEZwjSD74q5d2ek0L2oycdvhbdvywBuPBRgEU4bcCK6f+cxniqks+853vpP32oYvfOEL2eWXX56Px88JlfO7Kc7/3bdvXzY6Opr/f3G49LFjx4pbAQCaKQLqk8PDeWCdKtROJR4bvb8ATTdlyI0gWQbZ8O1vf7sYy84Kv3E+bvTszoWlS5fmw7jSMwBAk7342GNjhxzPItxWRe8vQNNNGXLjnNuvf/3r+fgLL7yQPfroo/n4hg0bzgq/cVhz9ZDmbon/I84Rjh7dqDiUWtgFAJooem+/36FwW3Vi//5iDKCZpgy5999/f/a5z30uv7ry8PBwPi96bB944IF8PETYjMOGq/O6KXqX44rOzz33XP4bvecykjYQ8+bNGy8AgLqLw4o71XsLMGimTH0RIqPXNnpPT506lQfc7373u3nvaZyfGxeBisAZnnnmmXzYbY888kh+Tm6cmxvh+1y2bt2anTlzZrwAAOrs1fgZoC71tr6Z6pdjowCNdc6uzR07duS9pwcPHsx+/vOfZzfffHM+f/78+dm9996bz4+68cYb8/ndVL2a8pEjR/KKnmQAgKbYt25d13pwf1UMAZqsreN3o+c2rqBcFdOtNReiB7fqmmuuKcYAAPpbhNtuBdw4nu23Y6MAjdZXJ6nG4dNxdeXyd3LjnOG5CtcAAN124sCBYqyz3pbqvLFRgMbruysx7dmzJz8nN6qdC08BAPSLN4phJ729KIBB0XchFwCgqeKiUJ06b/b8VO9LtSCVHT5gkFjnAQDUyGupZvt7EO9JdW2qCLoAg2ZaITd+Nih+tifOh636+te/XowBADAbv0sVF4iabk/E/FQ3pYrfu3h3KgEXGFRtrz/jp3ruuuuu/DdzW91+++1n/bwPAACzExeLikONLymGl6a6uKgrUl2ZakmqW1LdnuqGVBekujAVwCBrO+Ru2bIl27BhQ/6buK3it3O/8Y1vFFMAAHRKhNzLUl2VanGq96damGpRqgi6Qi3A2doOuUePHs127Njxlp/sOXnyZLZx48b8dgAAAOiltkPurbfemp+PWx6WHMMIt9dff3326KOPZkuWxAEzAAAA0Dtth9yvfvWr+fm4mzdvzqdjGOH21KlT+fT999+fDwEAAKBX2g65cZjy008//ZYe2wULFmQPP/xwtmnTpmIOAAAA9EbbITfceeed2ZEjR7If/ehH+QWoon7+858LuAANdeLAgbxe3LVrvMp5AAB1NK2QW4qrKUfPbutFqADof4dHRrKnhoeznYsWZU+tWJHXM+vXj1c572tDQ/l9Xz9+vHgkAEDvTRlyv/Od7+QV4kJT7daxY8fyxwDQH6JnNkJt1OFt27IT+/dnp9sIr3HfXfGYFHYBAOpgypB71113ZZ/+9Kfz8bjQVLsV5+3u3r07fxwA9VWG2+iZjVDbTrCdSIRdQRcAqIMpQ278bNBMfxpoy5YtxRgAdZQfllyE2054df/+YgwAoHemDLk//OEP8yrF1ZXLC05NVHFBqtHR0ezo0aN5AVBP5WHJnRSHOAMA9FrbF56K8BpXVy4vODVRxQWpLrvssrz3d6Y9wAB0VwTcTvXeturW3wUAaFfbIbddX/jCF7J77rkne/LJJ4s5ANRFXB25W0H0tVS/GRsFAOiZaYXcF154IVuzZk02NDQ0XjEd80vxm7lx0ano1QWgPiLcdvOQ4l8XQwCAXmo75EaQHR4ezp544olizpiYjvnVoAtA/cSVlLvVi/v7ogAAeq3tkPuXf/mX+XDVqlVvqVDeDkA9/aRLvbgXFEMAgDpoO+RGj+3zzz+f7dmz5y0V81t7eAFovnelEnIBgDqZ1jm5p0+fLsbONtl8AOrjX4thJ8xPdU2qi/IpAID6aDvkxhWT49zb1atXv6ViftwOQL39PNXo2OiMXJzqA6n+KNXbYgYAQM20HXK/+MUv5sO9e/e+pUJ5OwD19dtUb6aKgNruBiB6ba9OdVOq61OdnwoAoK7aDrnxk0Bx7u2GDRuKOWOiBzfm+8kggP4RIXdBqvekuizVFcUw6qpUi1PdUtQNqeLQZOfeAgD9oO2Q++CDD2YbN27MFixYkI2Ojo5X/Cbu4sWxOwRAv4le2Qi27071vlQLU0Wv7ZWpLiwKAKCftB1yv/KVr+SHJu/bt6+YAwAAAPXSdsj90pe+lD399NPZD3/4w2LO2Q4dOlSMAQAAQG+0HXK//OUvZ/Pnz8/D7MmTJ4u5Y44dO5YtX768mAIAAIDeaDvkDg0N5UE26oorrsiny1qyZElxLwAAAOidtkMuAEC/eP348ezFXbvyOjwyMl4xfeLAgeJeADTRtELurbfemq1ateotFfMBAHopAuxTw8PZzkWLsl2pnlm/Pq/D27aNV0w/tWJF9rWhoTz0RhgGoFnaDrkPP/xwftGpPXv2vKViftw+l5YuXZofKh0/YQQADKYIqRFcI9jG8MT+/dnpNoNrhN4Iwz9O4RiA5mg75G7atKkYm9i5bu+UuPBVhNv7778//53eNWvWFLcAAIMkemKfHB7Oe3DbDbYT+acUjvXoAjTHOUPuCy+8kAfJ1atX58OY7qW48NXBgwfnLFQDAPUSgTR6bqMndjbhtir+FgDNMGXIjUA7PDycPfHEE9nevXvzYUzHTwb1wvbt2/NzgNetW5f35m7cuLG4ZXIjIyPZvHnzxgsA6F8vPvZY3nvbqXBbOv3yy8UYAP1uytT39a9/PTt16lQxNSamH3nkkWJqbj377LPZ4sWLs3379mVHjx7NHn300XOek7t169bszJkz4wUA9KdXDxzIvt/B3tuq3xZDAPrflCE3wmRcOfnpp5/ODxGOYUzH/F44cuRIdu+99+ZBN2rDhg3ZK6+8UtwKADTZvnXruhJww2vFEID+N2XIjd7Sr371q9mdd96ZLVu2LB/+7d/+bT6/VRxK3G1xReUTJ04UUwDAoIjDlLsVcN9MpScXoDnOeZJqhNuqm2++uRj7g5MnT2abN28upronzsXdsmVLMZXlhyvffffdxRQA0FRxmHK3CLgAzXLOkBtXVW6t1vm33XZbPq/b4urOK1euzC86FRWHUMdhywBAs/1bF3pxz0t14dgoAA1yzpAbV1Vurdb5Ex2+3C07duzIfx83qrWXGQBoptPFsFPemWp+qqF8CoAmOWfIBQDotX8vhp1wdarLU0VPLgDNc86Q+7Of/Wy853SyivsAAHTLG6l+MTY6I5ek+qNU16d6e8wAoLGmDLmrVq3KLr88vuucWtwn7gsA0C1xFeTRVBekaqcXNg5HvjLVTanen+o9qc5PBUCzTRly9+zZU4yd23TuCwAwE3EObYTc+Ao+emajIsjGcGGquBzlDaluKYZLUl2UCoDB4ZxcAKAvRXiN3trooX1vqgi+VxTzXDUZYHAJuQAAADSGkAsAAEBjCLkAAAA0hpALAABAYwi5ANN04sCB7PDISPbM+vXjFdNRL+7aVdwLAIBeEHIBzqEMtTsXLcq+NjSUPbViRXZ427Y80JYV01EReOM+cf/Xjx8v/gIAAHNFyAWYRITbCLZlqD09jdAa99+VHvtq+hsAAMwdIRegRfTAluF2OsF2IhF2AQCYO0IuQEUcZvzk8PCsw23pxP792Y+dpwsAMGeEXIBCfgGpaR6W3I7TL79cjAEA0G1CLkASAbdbV0b+ZTEEAKD7hFxg4MXFoeKw4m55sxgCANB9Qi4w8LpxiHIpenGFXACAuSPkAgPvtS4F3NFUvx8bBQBgjgi5wECLHtxu9OJekOr8sVEAAOaQkAsMtDeKYSddkuqdqYbyKQAA5pKQCwy8nxbD2XpHqmtTXZpPAQDQC0IuMPDi4lCz6dG9PNWHUl2XyiHKAAC9JeQCJHEF5FghXpjqvJhxDlemWpLqplTCLQBAfQi5AIU4hzZCbgTY96Z6X6qrU0WI/UCq6K29JdXtqSLgxv0uSgUAQH0IuQATiPAa59heVlRcTCoqQjAAAPUl5AIAANAYQi4AAACNIeQCAADQGEIuAAAAjSHkAgBQa68fP569uGtX9sz69Xk9NTw8XjF9eGQkvw9A6NuQu3Hjxmz37t3FFAAATXLiwIE8vO5ctCjblSrCbATdqBP7949XTB/eti2/T9w3HgMMtr4MuYcOHcoeffTRYgoAgKaIcBth9akVK/LwenoaPbRx33hMBGJgcPVlyP3Wt76VrVq1qpgCAKDfxeHGZbidTrCdSPTu/jgVMJj6LuRu3749e+CBB4opAAD63YuPPZY9OTw863Bb9f+kvwkMpr4KuceOHcuHixcvzoftGBkZyebNmzdeAADUR5xD+/1pHpYMMJW+Sn2PPPJItmnTpmKqPVu3bs3OnDkzXgAA1MOrcXGpLgXcnwrNMLD6JuRGL25cbGpoaCivvXv3ZmvXrs2vsgwAQP/Zt25dMdZ5vyiGwODpm5AbhyiPjo6OV1x46vHHH8927NhR3AMAgH4R5+F26xDlN1P9dmwUGEBOUgUAYM7FFZC7YShVhFxgcPVtyN2zZ0+2Zs2aYgoAgH7yr13oxX1bqgvHRoEBpicXAIA5d7oYdsqlqS5JFT25wGATcgEAmHOvFcPZemeqhanelSp6cgGEXAAA5tzvUp1KNZpPTd/lqW5IFQH3/JgBUBByAQDoiTPFMELqRWOjk5qf6spUS1LdnCrC7QWpAFoJuQAA9FSE1Tif9rpUEV6jlqZ6f6qbUt2SKnptI+BG0HVxKWAqQi4AALURvbpxnu3FqSL4RqAVaoHpEHIBAABoDCEXAACAxhByAQAAaAwhFwAAgMYQcoFZO3HgQPbirl3ZM+vXZ08ND2c7Fy0ar5g+PDKS1+vHjxePAAAmMtX2tNym2p7C1IRcYEYi2MZGON/wrliRj8eG+cT+/dnptPEtK6YPb9uW165039g4AwB/ENvG2J5+bWhoyu1puU2N7WkEXmEXJibkAtMS4bYMtrERjg3vdMTGOTbMADDoyi+LY9s43e1pBN4Iu6+m7TJwNiEXaEt8W1yG2+luiFvFhjk27AAwiMqe25l8WdwqAjJwNiEXOKcXH3sse3J4eNYb4qoIugAwaGbaczuZ2J7+OIVl4A+EXGBK8W3z9zu4MS51+u8BQJ2VR0TZ/kH3CbnApOI8n/h2uBsb5F8VQwAYBJ0+Iqrql8UQGCPkApPat25d1zbI/14MAaDp4joU3dqe/jbVm2OjQEHIBSYU5+F2a4P8+1S/GxsFgMbr5nUoHBkFbyXkAhP6b126iMVQqjNjowDQePGFcbe+NAYmJuQCc+ZtqS5KFUEXAAbBa10KuO9Idd7YKNBCyAUmdLoYdsqlRVnpADBIOr09fXuq96S6IJ8CJmJ/E5hQXBjqN2Ojs/LOVItSLUgVPbkAMGj+pRjO1hVF2Z7C1IRcYFIRdGd6xcarUt2QKgLu+TEDAAbUr4uaiUtSXZfqg6ki4NqmwrkJucA5xXm0cXjUVN8cz091daobU92c6r2pHEoFAGPiootxDm1sU6faPl6Y6spUS1J9JFWE28tTCbfQPiEXOKe4UFQcdhzB9fpU0UP7oVQfTnVTqtuKee9LFd84xwYcADhb7HjHNjJC6+JUEWCj4gvi2J5+LNUtqSLgRtC1PYWZEXKBGYlvmuOb6BgCADMTPbSxPXX0E3SOkAsAAEBjCLkAAAA0hpALAABAYwi5AAAANIaQWxMnDhzIDo+MZE8ND2c7Fy3K62tDQ+MV8+P2uF8/e/348ezFXbuyZ9avH1/O6rLGeLmscd9+Fm0Vy3quNo37AAAAndF3IXcohYOyjh07VsztTxGCyrD31IoV2eFt27IT+/dnp1O4i6qK+XF73C/u/2qfhd0IcvG8d6WKZY7pcjmryxrj5bLGfSME9pPyy4qyTWNZz9Wm5Xvgx8IuAADMWl+F3NWrV2ejo6N5bdiwIVu5cmVxS3+JIFSGoDLsTUfc/8n02H4IRWXgiyA33eUMebAfHi6m6it6ncs2jec8kzb9p/QaCboAADA7fRVy9+zZU4xl2QMPPJAdPXq0mOofEdgiCM0k8LWqcy/ni489loe+mQS+VtHjGSG5rqIdnkzt2ok2jaALAADMXF+fk7tkyZJirP7Knr4IbJ0SoaqTf69TIvQ9s25dR0JfqZN/q5M6FeSr9OYCAMDM9W3I/cEPfpA99NBDxdTkRlLgmjdv3nj1Qpw/26mevlY/q1n4yy+mlEJfp71Ws+Usv7ToSpu+/HIxBgAATFffhtznnnsuW7NmTTE1ua1bt2ZnzpwZr17Y1+FezarfFsM6iEOUu9Wz/KtiWBfd+tIi/LIYAgAA09eXIXfp0qXZjh07iql6i57Nbgbc342N9lws4/e70INb+kUxrINut+mbY6MAAMAM9F3IjSss79u3Lx+PnxDavn17Pl5X3TzMtk7BL64Y3a3g95tUdQnzoZttWrceawAA6Dd9FXLjt3H37t2bX3AqxmN49913F7fWTxy+263gN1QO0+tQB/FTSN1wXjGsizgXt9ttSvPUpm1HR4sRZqsu6965eB6jNVlWOqcu7186SJs2Tl222PHTrf2or0Ju+Ru51Vq8eHFxa/28UQw77ZJU5aosXoM66MayviPV+WOjtfFvXQq40aZloLeZap7abB7mIhAVw8arybp3TrYBNVnWbqvLuncuXu267Dt0+zUfqO3pgHxOmXv9+qVY3154qh+cLoadcnGqd6eqY6N1+tDpy1K9M1XdPladPnT67anek6puPdYAANCvhNwu+9diOBsR9uIXgSPg1q1ns/R6qk5c6fnKVAtTRc9mXf1LMZyNaMdo06tSvS1mAAAAHSHkdlkcxvvrsdFpuyLVjanigOy6htuqCLq/HxudlvmpIuzdkKrOQb4UYX6mP/NTtukHU/VDmwIAQL8RcufIBakuShU9lNFz1xpwLkwVYe/qVBGCPpJqUaqY32/iENw4nzaWt7WXslzO6LGNnsxbUkXge2+qeI36SSxbHEIe1fQ2BQCAfiHkzqEy5F6XKgLeTak+murWVDenip7M96WK+8R9+1W8qeIQ6+iVjVBXBrxY1ljmWM5Y/gi6/R744lzaaK9rU8Uy/YdUsbxNa1MAAOgXQi50WL/1SAMAQJMIuQAAADSGkAsAAEBjCLkAAAA0hpALAABAYwi5AAAANIaQCwAAQGMIuQAAADSGkAsAAEBjCLkAAAA0hpDb565YuLAYoyk+8Gd/VowB9N6VA7Kdufy664ox6D/2B5vnCuukWRFy+9ygrNTeP0DB77IBadOP33dfMdZ8tw/Isl6fPqeDEoj+dN26YqzZLk/tGTUIbh+QNg32HZpnUPYd/nSA9h2WrlhRjDVbtzp3hNw+9omtWwdm52Pltm3FWLMtTB/0QWnTPx6QHcpo00HZ+fjzAfmchkFp09jODIoFg/I5HaB9h1X2HRrn1gHadxiUNu3WvoOQ26cuSW/8mwfkg37nzp3Zuwbkg/6fd+0qxpptdWrThQPyDeX/MCBt+r60QR6UNv3fXnppINZJ16Q2XTQgbfqp7353YNp0UPYd7h2QNg2Dsu8Q+4P2HZrlxvvu61qbCrld9O4uHkv/X9PK+9IBWHn/8dat2Y0DskH+dNpxrlObvrtLz+X6tEK7ZkA2Uv8lfU7n16hNr+zSOum9acd55YBskD+RdrLq1KbdcnFaxj9PbToI25nh1KbvG5B10n8ckDb9aNp3GJTtzP86IPsOSwdo32FQ9vGjTf+0i0dbCLl95h3pTf8/pRVa3XayunEe3n9IG6mP1uxQo26svKNN/8c6tmkXAtGNRZvWKvh16bn819Sm7x2ADfLCtJFannacByH4/ZfUpu+v2Zdu71m0qBjrnGjT1TX7gibc2IXP039Ky3l9zdq0G+ved6a2rOO+Qzfa9PadO7M/HoDDlOu679ANH077Dn82INuZOu47dOMCWHOxPyjkdtEH05u0k8fTXx8f8rRBjm/Y66aTF3d4e1q+/5Q+5B+u4UYqAlEnl7XObfqBDq9kyzat47LGBZM65ZoICGlZ67icH+pwm74/vX8/lnY86ris/zk9t065LL0/VqU2jaBQN52+InC06Q01/Zx28uIk0aYrU5teWbOdyTBI+w6dXPeW+w6Lanj0V6x7O9mm8Tmt7b5Dh9v0z4t9h7qJ/cFOvn/jc1rXfYdYJ3XSR3bunJP9QSG3y+5NDTlb70ofojvSG/8D6Q0R39zVUVxpdFEHPuyL04f89rTirutyhjs7sLIt2/T9NW7T96eV2srUHrO1KP2NFWlZY2NVV3eldpjtoUHRpsvTct6cQl9d2zS+uPhfOrBOKtv0gx34LHTL6vTcZns+3qWpTZel5bx9//7atmnsfNzTgTZdmNr0z9KyxnamjmE+xLp3tm0a66GPpm1Mnds0rO1Am/7Rfff1xb5DXGBntvph3+FTHdwfrPO+Q7TpRzvwRUO06W01b9NO7jvUuU1j3+F/7uC+w7Vz9EXU0GhSjA+EoaGhbGdqqHVz9AKH/zdtTJ9bvz77/fHj2TvS9NtTnZ/qglRvSxXfNJRV9d70ZrgyPc+LavwBb/X99CH9v0dGxpfzwlSxnLG8sXznFVV1cfqAX50ed2Fazn5Z1tdSWx5IbXPqwIHxZS2XM9o0lrEpbfp/pLZ5+bHHsjNpmWM5L0pVvn/LNo3hUKpStOkVaTnnpxVjP7Xp/5neu69ESE3TZZuWn9MmtemP0zK+kJa12qbl+7f8jDahTcMPJlgnxXJW10mtbXp5Ws6rU7v203LGduZg2s6UbRpVLme5nYllbW3TS1J79tv7N9r0vxdtGlV+Tqdq01jWxel9329tGvsO1TYtl3OyfYfYjl6Wwm2/tenhKdq0bM8YVvXrvsP/Pjw8aZuWy1pt09Cv+w7lujeqXPfG8pbtGcMm7Dv8t7Scse8Q7RnLWi5nE/cd/q+0rGWeqe7jx3LWrU2F3Dn0/6UN1r8X9ebLL4+v1OLN8PbrrssuWrQom1/sdMRKu5/997Ryi2V7LS3r79OylhvkWM4Yxpu9XM5+XtZfpA96rNiiTcvlrC5rk9r0n1Obxns22rR8/5bLGe/hSxvUpi+nNq0u55uxQk/L1NqmoZ+X9V/TMv48VfVzGhupsk1jWa9IO8xNaNPjRZvm7ZmWNd9IF20ayxo7G01o039Jy3iqaNNYznKddFFazvi8Nm0787u0jL996aX8/dvUNq3uO1S3M4PQpuU6qVxW+w79x77DW/cd+r1NY98htjPV928d9x2EXAAAABojvkwBAACARhByAQAAaAwhFwAAgMYQcgEAAGgMIRcAAIDG6LuQu3v37vwKyVHHjh0r5gIAAECfhdxDhw5lW7ZsyeJXj44ePZqtXLmyuAUAAAD6LOR+61vfyu6///58fPHixdnSpUvznl0AAAAIfRVy9+3bl1177bXF1FjQfeWVV4opAAAABt3QaBz72yei53bXrl3ZsmXL8umNGzdmCxcuzDZt2pRPT2RkZCSvUizutm3bshUrVhRzmiteq3Xr1hVTzTUoyxm0afNo0+axrM2jTZtHmzaPNm2eWM6tW7fmeW+6Gh9yW8UFqwAAAKi3CLnRQTldfRVyW0Pt6tWr8wtRlaG3HfPmzRuYqzLH4dyDsKyDspxBmzaPNm0ey9o82rR5tGnzaNPmieU8c+ZMMTU9fRVy4+rK0TV/5MiRs8anI0LuTF+sfjMoy6pNm0ebNo82bSbv3+bRps2jTZtHm57bedtm0v/bI3HRqTfeeCPvud25c2f2/PPPZwsWLChubd8gnI9bGpRl1abNo02bR5s2k/dv82jT5tGmzaNNp9ZXPbkAAAAwlb76CSEAAACYipALAABAYwi5AAAANIaQCwAAQGMIuQAAADSGkAsAAEBjCLkztHTp0mxoaCivQ4cOFXPHxPREt002P2zfvn38tt27dxdzey+eS/m8Vq9eXcz9g5g30W3Hjh3L57cuZ5jsMb02kzYNGzdunHRZprqtVzrdpuf6e71ULktU6+eqXJ6JbovPY7wfWlU/pxO9t3ul+v6c6HnH+3Cy22J+6/JXxWPitaqLTrdpiPmTPa5XutWm1deoLu1aLktUtFOryW6LZYz5rartGVWX9VL1tY9qVV2/tIplmui1merz0EudbtPq5yH+dl3MpE1n8z7operzmqgNys9d9bZzPaZs17qsi0rlc57ouZXv0dbbpnrMVLf1UqfbtPo5jfv1XPxOLtOzYcOG0aNHj+bjDz/8cPzOcD4eYn51uhyfbH54/PHHR1etWpWPl/c7ePBgPt1L8VxiWUvxvGJ5S3FbOR3DcrxchomWY7LH9NpM2jTE42K6bL+qqW7rlU636bn+Xi/F8yifa3zG4rmVbRyq00uWLBkfj8fFbTGvKv5WuWzx91pv76XqeyyeV7VN4jmX0/G8W9srKuZPpHwtqq9bL3W6TUP8nbosX1U32rR8HVrXy70Uz7N8rvG8Wp9fLHs5Ha9Ja/tHVcXt1faM6VjuOqi2aYxXp2N5yul4ztXb4jWI5WxdjpiuPqb1teiVTrdptGd1Xjy+n9t0Jo/ptXgu5WtetkfZxiGeZzkd66MYP9dj4vayveu0Dq6+5rEs8X4rxXMup+M5l+NTPWaq23qpG21aLmt5W6/btR5rxD5Xbcho/HgzlGI85k02vxyvvkliunrfumhdhupyl2/oqpiOD0TVuR5TF9XnOVXbhRivrsSqprqtDjrRplWtf69OYsNSPvf4vFXbpfV5x+2tG6LydQkxXtflbF226nKHahuHuL26/inFfeJ1ab1/ncy2TUMsX1Tcv6460aZx/7hf3cVyls89nnO1zVpfh4mWqfW9Gu1ax/dv67JVlzu0tnHc3voerb7HYxnr2r6zbdO4Tzuf5V6bbpuGmTymDqI9yvdj63uvdZlK1ceUysfW8TMaWpetdRla2ytM9Vmc6rZem22btrZh9XPdKw5X7pDFixfnw2effTZbuHBhPh5i/Pjx45POD3HowiuvvJKPh+r96qZ8bnFIQiiXuxxOdRjGTB7TS+dq06aYTZtOpM7v36uuuiofPvfcc+PLF6699tpzLmf1/o888ki2Y8eOYqp+qm2XNjzjyx3Shir76U9/WkxNLpZx06ZNxVR9zaZN4/a0Hcxr8+bNEx6uVRezbdOHHnooSzsk44eS1enQ1lbXXHNNPvze97531uHYMf/IkSPF1MSq74EQ6+/WeXVRXba9e/eOL3eI206cOFFMTezuu+/OHn300Xzd/Q//8A9Z2tkubqmf2bRp7B9VP8vV16luZtKms30f9EqsY8MPfvCDfB1UinVTrKMmUj6mn1SXbd++fWctQ6xbqvvvpepjWk11W6/Npk2r69k4VLkO+0hC7izFxuXhhx8upsZM9iGebP4nPvGJ7Bvf+EYxVV+xs1Dd6Z3JB7XOH+7SdNq033WiTata/15dxA7SypUrz1oJzySMx9+JgBA7lnU7/7gUYe+BBx4opsZMdyc/AtC9995bTNVTJ9q0+tgIutGu1Z3puuhEm8bOc7w+sZwRhtauXVvLZQ3Lli0rxqa/nFWxfLF9raMIe1u2bCmmxlS/uGhHvDYHDx7Mli9fnk+vWbMmH9bRbNr04x//eP7+rev7tTSTNu3E+6AXoi2q77dqUJ9M62P6QYS9+IKw6lxfskz0mNJUt/Vap9o0HhdfGtdhf1/InaVvfetbs96pLx9ffsMeb4477rgjn1cXsdPbuiJuqk60aT/odJvW+T3SqZ7X2DkrQ0LsdJW933URzyfWHbMJBiFCVXWntI660ZseX26108s9lzrRpmU4KNdrsVMSOyB1W9boSd+zZ08xNXvRuxkBqW7K9ujEZyy2V3U+EqETbRqvUxyFEO/Z2EeKUB9fcNXJTNq0k++DuTSTXrq69OxNV2wLpxvMp3rMTP7eXOhkm8aRGWWvb9ynl4TcWYienNZv1+Nb43gTl+Kw1thBmWx+Kd4UsaGKb2VjRV6nD0HsZMVzr66IYzzexOVKOobxvKfaEZvJY+badNq0n3WqTUsT/b26iJ2s1l7JaL/odS7F4UbT6fGJz+eqVauKqXqI9opviKvrjmi7aMNon1K08VTtFF9WRI9m+aVbiL8R8+uiG21aqlMvSqfatPwMl5/tOoqdodb1agTUODywFIdtTifcxLq6juukWIbWL1JjfRK9PKXYJ/jYxz5WTE0sPgfl0QvlkQjV90WvdbJNY2c6ljEqtG6ne20mbdqp98FcKrcD1f2CeH7xpW8pvjyrbh8nekw/iB7J1hAXbRa976VYp1a/SJvoMaWpbuulbrRpzG89IrIn0gqDGYiTrasXA4jpkHY2xk/Wbme8Kk5er1uTxHNNb+xi6uyLeFRPOK+Ol2JZqq9RONdjeimez3TatBTLUH2Nqqa6rVc63aZT/b1ei+dSvShE2aYhlqV8ntXxEI9JQaKYequ471S390L1+cTzL9spXoNyuavjpXhc9TVq1fra9Fo327Run9VOtmncp7xf/J2pXou5Fs81lqNUXZ54nuVyV8dDjEc7TyTas/V1qYPq6x7Pv2ynGJbvv+p4Kaarr1GI5aver06f1W61adxWvX8dzKRNZ/o+6KV4ntV2rI7H8yyXoTo+1WNC2aZ1ed+WYhnK5xTD8r0cy1O2XXU8TPaYMNVtvdSNNi3Fa1Muc6/UK1H1iWi4+FBWKxq9FG+E6cyPN0jMizdRnVSfb1mtz7F8LVrnVx9TXdYw2WN6aaZtGiuqcn7r8kx1W690uk3b+Xu9Es+j9bnF8y3FMkw0v7pM8VqUys9p6/xeqy7HZM+vfC1a55dtHVV9Daritl5vqEqdbtPJ5vdat9q0eltdVD9XZVV3AOO9N9H81teoVdw37lMX1eWY7HlXX4uq6vu++hqEqdq7VzrdptXPaZ3MpE1n8z7opWin6vONiudZ1Tr/XI9pfS1iug6qz2mi51ZdrnJ+9b7Tua2XOt2m1c9pVB2WcSj+SU8GAAAA+p5zcgEAAGgMIRcAAIDGEHIBAABoDCEXAACAxhByAQAAaAwhFwAAgMYQcgGgww4dOpQNDQ29pVavXl3cY0z1tqVLlxZzz9b6t3bv3l3cAgBMRMgFgA5btmxZ1voz9Bs2bMj27NlTTI2J+6xatSqvI0eOFHPPFn/r8ccfL6YAgHMRcgGgSw4ePFiMZdmjjz6abd++vZgas3HjxjzctoZfAGDmhFwA6JLohY0e3NLmzZuLsbHDkCP47tu3r5iT5SG4emjysWPHilsAgHYJuQDQRTt27CjGxkTvbXjooYeyhx9+OFu8eHE+HTZt2nRWKAYApk/IBYAuq55TWz1sOUItANBZQi4AdNmaNWvyi0uV4rDl1h5eAKAzhFwAmANbtmwpxrJsyZIlZx2mDAB0jpALAABAYwi5AAAANIaQCwAAQGMMjSbFOADQYfF7uMuXLy+mzhbn5h45cqSYGvud3Opv6YaDBw++5fExL36DFwB4KyEXAACAxnC4MgAAAI0h5AIAANAYQi4AAAANkWX/P33mffkDTiwGAAAAAElFTkSuQmCC)
TÜBİTAK PROJELERİ:
Heterosiklik Amino Asitler Pirrol 3 on Pirrolo 2 1 b 1 3 oksazin ve Pirrolo 1 2 a 3 1 benzoksazin Türevlerinin Sentezleri ve Karakterizasyonu, Saçmacı M. (Yürütücü), Koca İ., Üngören Ş. H., 2007-2009.
Aril Amit Grubu İhtiva Eden Polimerlerin Sentezi Karakterizasyonu ve Ağır Metal Adsorpsiyon Özelliklerinin İncelenmesi, Delibaş A. (Yürütücü), Hazer O., Coşkun R., 2010-2011.
Yeni Perinon Türevleri: Pirrolo[1,2-a]Perimidin-10-On Türevi Yeni Boyaların İki Yeni Metot İle Sentezi ve Spektroskopik Karakterizasyonu, Üngören Ş. H. (Yürütücü), Koca İ., 2010-2011.
Beta-Dikarbonil Bileşiklerinin Multikomponent Ve Multikomponent-Domino Reaksiyonları Ile Çeşitli Pirimidin Türevlerine Dönüşümleri, Üngören Ş. H. (Yürütücü), 2016-2017.
Pirazol-Kumarin Halkalarını İçerenYeni Hibrit Heterosiklik Bileşiklerin Sentezi ve Antikanser Aktivite Çalışmaları, Koca İ. (Yürütücü), Gümüş M., Tutar Y., 2016-2018.
Aril Hidrazonal Bileşikleri Üzerinden Yeni Salisilat ve İndazol Türevi Bileşiklerin Sentezi, Karakterizasyonu ve Antikanser Çalışmaları, Koca İ. (Yürütücü), 2020-2023
Doğal Ürün Squamolone Türevi Hibrit Moleküllerin Tasarımı ve Karbonik Anhidraz Aktivitesinin Araştırılması, Koca İ. (Yürütücü), 2022-...
Kinoksalin-Tiyazol Hibrit Yapılarının Tasarımı, Sentezi ve Antikanser çalışmaları, Koca İ. (Yürütücü), 2022-...
Antipirin Türevi Hibrit Moleküllerin Tasarımı ve Karbonik Anhidraz Aktivitesinin Araştırılması, Koca İ. (Yürütücü), 2023-...
KOSGEB PROJELERİ:
Endüstriyel Uygulamalı Destek Programı, Samanlı Su Tutucu, Proje Yürütücüsü: Prof. Dr. Orhan Hazer, Proje Kodu: 2017-589-12,2017.
Ar-Ge İnovasyon ve Endüstriyel Uygulamalı Destek Programı, Doğal Adsorbanlar ile Değerli Metallerin Çöktürülmesi, Proje Yürütücüsü: Prof. Dr. Orhan Hazer, Proje Kodu: 2019-589-122,2019.
BİLİM SANAYİ VE TEKNOLOJİ BAKANLIĞI TEKNO GİRİŞİM PROJESİ:
Akıllı Polimerler ile Pişik Yapmayan Bebek Bezi, Proje Yürütücüsü: Prof. Dr. Orhan Hazer, 2013.
PATENT:
Doğal Katkılı Süper Absorban, Patent Sahibi: Prof. Dr. Orhan Hazer, Patent No: TR 2016 18062 B
İçilebilir Doğal Yüzey Temizleyici, Patent Sahibi: Prof. Dr. Orhan Hazer, Başvuru No: 2012/11153
Isı Şok protein 70 (HSP70) İnhibitörü ve Bu İnhibitörün Sentezlenmesi, Patent Sahibi: Prof. Dr. İrfan Koca, Tescil No: 2018 03779