25818 | ![ÖZKAN 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) | ![ORCID](../images/orcidFav.png) PROFESÖRBALIKESİR ÜNİVERSİTESİ/FEN-EDEBİYAT FAKÜLTESİ/KİMYA BÖLÜMÜ/FİZİKOKİMYA ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Kimya Fiziksel Kimya ; Kimyasal Kinetik ; Polimer Bilimi | ozkandemirbas[at]gmail.com | BABF0B5B95E58CF9 |
33974 | ![TANER TANRISEVER](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRBALIKESİR ÜNİVERSİTESİ/FEN-EDEBİYAT FAKÜLTESİ/KİMYA BÖLÜMÜ/FİZİKOKİMYA ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Kimya Fiziksel Kimya ; Polimer Bilimi | taner[at]balikesir.edu.tr | DB8A37BB5C197033 |
2112 | ![MEHMET DOĞAN](../authorimages/photo_m.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRBALIKESİR ÜNİVERSİTESİ/FEN-EDEBİYAT FAKÜLTESİ/KİMYA BÖLÜMÜ/FİZİKOKİMYA ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Kimya Fiziksel Kimya ; Nanoteknoloji ; Enerji | mdogan[at]balikesir.edu.tr | AD9DE108386E7AE4 |
31944 | ![PINAR TURAN BEYLİ](../authorimages/photo_w.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRBALIKESİR ÜNİVERSİTESİ/FEN-EDEBİYAT FAKÜLTESİ/KİMYA BÖLÜMÜ/FİZİKOKİMYA ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Kimya Fiziksel Kimya | pturan[at]balikesir.edu.tr | 4E67759617F83008 |
37875 | ![YASEMİN 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XIlivyE6MoP496yj97NFFWtjJi5p6juaKKGNFy2s953sK6CBdqhaKKwm2dNNE7LmmLD81FFQallYsL1qlIqrOT+FFFNC6GZqk+SIxWfRRW8djmkKKG+59TRRVEjQeKU8gmiigCzAxAoooqGUj/2Q==) | ![ORCID](../images/orcidFav.png) PROFESÖRBALIKESİR ÜNİVERSİTESİ/FEN-EDEBİYAT FAKÜLTESİ/KİMYA BÖLÜMÜ/FİZİKOKİMYA ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Kimya Fiziksel Kimya ; Nanoteknoloji ; Yüzey Kimyası | yozdemir[at]balikesir.edu.tr | 2429783FB915AB9D |
33519 | ![MUSTAFA 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0PyoPao5W7VQixAScmiiLEcWT1NFIDJNRyDcpFFFAEERIk298EfpVMjBNFFIC3YzbWMLcpJ+hrpvDGptaX4sJvmgmbC/7LdP1ooqZJOOprTk1NWO9WDHK4+lSxkrwSeKKK85nsRGSls+9UJ3IB5oopoJGLqUy2lrJcMMkcAep7VxTu0shdjlmOSaKK66Ox52J3FfItiB1Zgv8z/Sm2uNjjnBIFFFdBxmqDgA+lRp+8l9qKKYE1xIVwo7UUUUAf/Z) | ![ORCID](../images/orcidFav.png) PROFESÖRBİLECİK ŞEYH EDEBALİ ÜNİVERSİTESİ/FEN FAKÜLTESİ/KİMYA BÖLÜMÜ/KİMYA ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Kimya Fiziksel Kimya ; Spektroskopi ; Polimer Bilimi | mustafa.arik[at]bilecik.edu.tr | C5E2133C84770AB7 |
28507 | ![MAHMUT TOPRAK](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRBİNGÖL ÜNİVERSİTESİ/FEN-EDEBİYAT FAKÜLTESİ/KİMYA BÖLÜMÜ/FİZİKOKİMYA ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Kimya Fiziksel Kimya ; Spektroskopi ; Çevre Kimyası | mtoprak[at]bingol.edu.tr | E8B3836C6630B9F0 |
44700 | ![RAMAZAN SOLMAZ](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRBİNGÖL ÜNİVERSİTESİ/SAĞLIK BİLİMLERİ FAKÜLTESİ/İŞ SAĞLIĞI VE GÜVENLİĞİ BÖLÜMÜ/İŞ GÜVENLİĞİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Kimya Fiziksel Kimya ; Elektrokimya ; Enerji | rsolmaz[at]bingol.edu.tr | 8FC21F6C19BC7AA1 |
23763 | ![GÜLFEZA KARDAŞ](data:image/jpg;base64,/9j/4AAQSkZJRgABAgAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDAxNDQ0Hyc5PTgyPC4zNDL/2wBDAQkJCQwLDBgNDRgyIRwhMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjL/wAARCACnAIcDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD1EUuKMU4VgUJijFLRigLhRS4qK4uIbWB555FjiRdzMxwAPWgRISB1OPrVaXULaBN8jkKTxwa891f4kRzSvDpyEpG2PMkX73PYZ6cVyuo+Kr28UbmCnGPl4J/Kgdme0prGnsB/pUak9nO3H51cjlSVA8bq6nupyK8EsZ7xlYoGlik5YJyc8Hr69K6LTbiaIrIk0gUcAliSrf7Rzn+nFJySKUGeuUCuYsdfuIo0Nwvnxd3Xr+B7/jg10Nrdw3cXmQtkdx3X6ihSTE4tE2KWkpaokKSlpKAIri2gu4GguYY5oWxujkUMpwcjIPvRUtFK4EYpaQdacKYBRS0UAJ0ryP4leIpbzUf7ItZf9Gtz++2n70nofYenrn0Fem61qI0nRru+xlooyVHqx4A/MivBLzfcSPPIxaR2Lu/rn+pPP0pXKirlFSYwe3HPvTDHJcEjDHPSt7RdMW6bfMvyDoK62HSbVQB5a/lWM66i7HZTw0pK70PP7L7ZYSq0DyKc7uOAD0z/AJ7E16P4fuLTXIjs222oJ/rYCM7h6gfxD26j8qmTTrfbtMYwetRzeH47i4EsDNFKCSrJwVPqPes3VUnsX9XceprR6XLbOJICVB4MfUdfyx/nrzW5Y2RD/abbhhlZEOfXH+f8k4enarqOmSCHVo1uYCflugNrJx0YAcj36/Wu1064t5YkurWQSQnkhWBwD06duO3b8K0hG5zVLrQYh3+x7g06tG7tUaPzIuvp/Ss761uc7E60hpaSkNIBRRRSAb2pQKaCKcCKpCFxQeKCRio3fFAHJ/Eadk8PQ26Eg3FyiH6AFv5gV5mbVZNkEY9CT/n2xXofxHb/AIlFpJ2Sc5H1U159oUhuHuJG6Zxk+lY1LrU6sOk3Zm5YxLEqogwAK24wTiuWbXrO2kKKskzDqUxgfnWtpfiC0vTsUMrY6MK5ZRluejGcdkzfjHIzWtYRZcEVmRnbbGYqSFGTgc1g3viXV4R+4ght484DSMCT+dEI3ZNR6Howt45j5LoH39cis7UdGn8MOL/SZNgP34GJ8pifUe/qP65rM8M6rqM8yvcSRXJ6lIyAw969A1CEarorGHcJAuVyOQa66aujgq+60UdK1aLVrJ2i3Qtu2PE55jfH8j2PpTfMEscc+MGRQzL/AHW7j865TTruGK4a5ifybhQRJCT94ZyQv48j068c7tTw9qQvdF1KR5FK293K+QONpIYn/wAe/wDHa0vqYNdjWLU0tWG3ivRR/wAxKH8zUD+MdDXIN+v4Ix/pSuxHQl/SiuYPjTQQf+Qh/wCQn/8AiaKWvYNDyYeINY/6DWo/+Bcn+NL/AG7q/fWdQP1un/xrnvst6ew/FqeLS9x/D/31W1hM3xrGpufm1a+P1uW/xpG1G/cZOo3ZGerTnFYSRvE5M7Aledqnr9aVpWkOWOf6UWJNiS6lmjKyXTy89GkLVY0ONTpUzs5VGlO7HGQAOKx4QGhYFiuWUbh2Gea6bSbSB9PZFVjG0pbD9eg61zVnY7cNFydykNTv3iYWVpFHb5wq+USz+/GKbZTXC6tGrqMZGcDpW+bUImI8qPQHGKjt7GOGTf1cnrWLmrWsdcaTUrtnoukWxn0yVgBnZxn1rzzVNOeXUZBOXdsMMNkKmelep+Gdn9mqmQGqjrENpcT7hEm/oStC92KkhXvNxZyvhfw3BGismofZ50berR59+COncDjHT3OfUNGuLhkEc5Uuo6r0NcfZW5E4A+6eK7LTY0twX9Bx9a0pSlJ3Mq8IxjZHm/jnS5G1N4rMpC7nLu3C7MEkn6Va+F2421/bTXAuFeTYXGcEFcdD/nitLxyQqrLsyDiJznnkE/0rI+HYa1uNQQfdyWB/AUOp79hexSoORwGoxiy1Ce3lhcPG5UgkZyD34qsJU/uMP+BD/Cum+I9r9m8XXfGBKwlX3DKP/Zg351yQNdsVoea2WleLurf99D/CioQcUU7E8xyYjf8AvH86fHbvI20HnBP3j2BP9KfnFT2b7ZznoUcfmpFTc1YxgsckiofkDHb7DNPTpzUIOSani6UyC0gzp8//AAH+tdF4euxJYLk85O769P8AA/jWHAm6wuPw/rVrQnaK2aMMP3knCk9+ASPw/lXJWV7nfhZcrR1rOCny81ntcz28zSiMuFHCjuaWGWSOQZ5FTSXKsWeRlUVzJHot3Ou0LxDO2mMbWGI3jHCxTkqMdzkA/pUmqtM0xvIo/LY4LxqcjOBnH45rA0fUbfzI/KRnZDjCjk10dxrVg9symC480D7vlEn9Kq11Yhq0rpEthe741YcEV1WnzmWMZOSa5HQZ4bxpFjUgbW3Bhgqw9q7KygSIfKMegqqVzHEW2MbxCsF5crayh2UDdtH3SfUkdO2Oeea53wbKG+13Cj920rKuD1AG3j8s1x194g1bWNUv1W9dLJ5XdI0UAlOcDPXBAFdj4XjNrpUceArOxUD27n9P1pTVpXI5r0+UyPirEE1u1m2ndJDy3sMYH8/zrggcc16J8WnXztNwP4X5/EV5sr5FelTfunkz3JwaKjDUVZJgE06E/vl+tMWQygBuXHG71+tOibEi/WsTcQdTViKqoJ3HNTwnmrRBt2K7rOcY9P5GmxRNFahgcHaW+h+b/AVZ0hS9tcY6ZH9adKvlWb5HZv8AP61xzfvtHZT+BM1LS7S5t45xghh8wHY9xTJNOiubhp5F3A8KM8AfSuZ069axlZWyYWPI7g+orrrS9ieNSCCjDINYyi4PQ7aVRTRfs7cRBOhA5ArsrK5jFqF2KM8YArlbe4hCEjBPvW9pV3FJKqttx7mpuzeo1ymzb6SII3vbcFS3VB3GR/hUmu6hPZ+FL+aLIuTbuItvUNtPIq9GXuI1WPKRLjLev0rM8VsqaDcgHG2FuffFWlyrQ4XLmep5lodmGdzjgjC/yH6Gu7sFDaxbWyDAhB/PvWL4YsjIkRIyNpP1+XP9a6PR4AviKeTkBSyL788/z/UUp6sWyOZ+LTFWswcYAz+JBz/6CK8yElem/F6KdprRkiYxjGcDP8PB/wDQh+FeWskiJvZGVDwCRgGvRp/CebPcsLJxRVYPRVkGfB/rR+H8xT0Pzr9aZB95j6AfzFKpwwPvWZuIeJGqSJvmxTHT95nj8a6DRtOEUa3lwFXPMaNyT7n2pykoq7EouTNLRbWSC0laUbTLgqvfAzz+tPvoiLZ1A/hNR6fdvc38uCQqfeDdTnpn8ulXrwDyih/iHP0rgk3z3Z3Rj7lkcpcQFHHGN279CK3NDkD2Xl4GUYjH6/1pLy1WWAMo+ZWJHv8A5IqGziazvoTj93crj/gQq5u8Qpe7I2hFlhtYrXTaLF5Tje27PeufCkkYrc09nRkzmsDqkj0SCdUtQ3TiuV8TXBk0W7BPLDH6itFbovaqg4rm/Ed18kNuvLSvjA7/AOTRKV9DGELO5t+GrQQ6cHAGQqj8eM/oKu6NHu1u5fBKF/LQ+ozuJ/Lb+dOtAIrAqhxhk/HcQv8AWo9OmEMjXMK8RwYAPd8gE/jVdEZNttkHjKVbqCWL7PHcfZ3AaNhwVIBH+fevH9XiksLpWZIntpUBjQxgDaexA7jGM9eK9Tu7yOWdZs5gnTypcnlSBtz/AC/OuI8YWqRWGWx5izbdw7hucg/UA/iavD1Xz2fUitSXIcktpbTBpkZo4mP3OCVPpkkcUVQ8whdufwor1LI4SlHwW9xS96bGcNin/wAqzijRsMkkE96trqM4k3tISQuACcgcYHH41UA4pcZzTcU9xao3dBUeW8+8ljIFx6Z6k+p/+vW4X81+uRjiua8PTbb5oSMhuRx6ZrrRaLGTMn3WAAH5V51ZWmd1F3gMjhzFtK/KnOfwp8mnl7ezKLnynP4jAqa2UtLtPQjB9eeK3LCBVt4gwyVJGfbp/Ssm2bQimzLtonFyEdThjwTW4LeSEqdpx61N5C7gxHHXPpWmCPs+w4PHekkbSK9pKWR/YVkvC1zrEczglImBA9x0/XFa8KeWrKO9Urx47GM3E0ixxryzMcAVLTDRJmnaX3zGPdl2yFB6cHr9RjNVdMuHktrxEbBbBHHT/OBXIaV4jtb3VghIjfznVAzdQQAP611Ol7XvZNuQHOSPXHX+VE1KOjOePK02iusgWYxOMxzjI/2WHf8AlXL+NDJHpieYd22Yxg564B2n8ga7q3sR50U8xCqkinP1Yf4iuE+IWr2t3bRW1vs/dyAFQc4IBOfp8wrXDQfMmZ4ielkcPAqvOAxwuOaKjRvmP0or2EeeQIu0c9TTsUnTkUdRkVKQ7ingUo6ZpO3tQhygNAyS0uGs72O4XrGwNemBEFsWHKNhhj0zXlbcvivR7a+jTw3GzHnyOOevFcWJjqmdFCVk0alvGBbiZgBgI/5YJ/rVeXxRZaZq/wDZ93uRUCjzQMgE8nPtyOavWkkR0aKbkh9u0+g4P9K808Ry+dr12SchX2j8AB/SsaFJVG7mtSq4bHsVtcwXcIe3mjmQj70bBh+lOkuY7VczOiRj+Jmxj868J2gj2oCL2Fb/AFTzD64+x6tqXjzSrIOlsWupgOBGMID7t/hmvP8AWvEV/rkmbmQLEPuwpwo/xNZVIelbQoQhr1MKlec9HsOt5Xhuo5Yzh0YMp9xXuGiRyiS2mYY3oMn0OMn+ZrxnRbX7ZrFvDjILgkYzwOteyvqMNlpokncIqJhmz90AYx7muXF6ySNKDtFlHx14gOk2EMcABkkf8sd/0rx+4ne4mkkkOSzFjXQeLtXTVbqFoiWQbiPp0H8j+dc13IrpoU+WOu5z1JXkPVvmNFRk/Nj1orouZ3H4o+7yPxp+OaaRg0wGMdoJpIT+7pJTtQ/lSW5GzrS6juOb/WCtCG4d1SFpAsYYsSfQgAj9Kzn4kzUwNS1caOpm8SGLR4bSNiWjAxn69/fjNcrNI0srSOcuxyT6mjqc96Y/WphBR2G23uSD7opBSgfJSVYgpDS0lIDT0PVE0maWYJunZNqE9BVnUdWub3SYBNJly77gOMDoB9MVhD74pzMemTip5Fe4+Z2sEjl3yT0GKYT81LTW61ZFxM/vPwopH4b8KKBFmmkGiirGRSrujI79qjt+MiiiovqCHy/eqRT8oNFFHUodTXFFFDAePuim5oop2EFJRRSBCfxU40UUCG009aKKBDH+9RRRRYR//9k=) | ![ORCID](../images/orcidFav.png) PROFESÖRÇUKUROVA ÜNİVERSİTESİ/FEN-EDEBİYAT FAKÜLTESİ/KİMYA BÖLÜMÜ/FİZİKOKİMYA ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Kimya Fiziksel Kimya ; Elektrokimya ; Korozyon | gulfeza[at]cu.edu.tr | C7D1BA6F44339116 |
24876 | ![GÜRAY KILINÇÇEKER](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRÇUKUROVA ÜNİVERSİTESİ/FEN-EDEBİYAT FAKÜLTESİ/KİMYA BÖLÜMÜ/FİZİKOKİMYA ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Kimya Fiziksel Kimya ; Elektrokimya ; Korozyon | gkilinc[at]cu.edu.tr | 52D888FAAC02A4F1 |
116700 | ![TUNÇ TÜKEN](../authorimages/photo_m.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRÇUKUROVA ÜNİVERSİTESİ/FEN-EDEBİYAT FAKÜLTESİ/KİMYA BÖLÜMÜ/FİZİKOKİMYA ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Kimya Fiziksel Kimya | ttuken[at]cu.edu.tr | ADFDDE0C69E8509F |
10948 | ![İLYAS DEHRİ](../authorimages/photo_m.jpg) | PROFESÖRÇUKUROVA ÜNİVERSİTESİ/FEN-EDEBİYAT FAKÜLTESİ/KİMYA BÖLÜMÜ/FİZİKOKİMYA ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Kimya Fiziksel Kimya | idehri[at]cu.edu.tr | 50477A3C9856562F |
6408 | ![HALİME ÖMÜR PAKSOY](../authorimages/photo_w.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRÇUKUROVA ÜNİVERSİTESİ/FEN-EDEBİYAT FAKÜLTESİ/KİMYA BÖLÜMÜ/FİZİKOKİMYA ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Kimya Enerji ; Fiziksel Kimya ; Termodinamik | hopaksoy[at]cu.edu.tr | BDD8076153831F94 |
101995 | ![MUZAFFER ÖZCAN](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRÇUKUROVA ÜNİVERSİTESİ/EĞİTİM FAKÜLTESİ/MATEMATİK VE FEN BİLİMLERİ EĞİTİMİ BÖLÜMÜ/FEN BİLGİSİ EĞİTİMİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Kimya Fiziksel Kimya ; Elektrokimya ; Korozyon | ozcanm[at]cu.edu.tr | BA1112F872629732 |
25114 | ![BÜLENT ZEYBEK](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRKÜTAHYA DUMLUPINAR ÜNİVERSİTESİ/FEN-EDEBİYAT FAKÜLTESİ/KİMYA BÖLÜMÜ/FİZİKOKİMYA ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Kimya Fiziksel Kimya ; Elektrokimya | bulent.zeybek[at]dpu.edu.tr | 2FA66FC907B96AF1 |
10284 | ![GÜLAY BAYRAMOĞLU](../authorimages/photo_w.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRGAZİ ÜNİVERSİTESİ/FEN FAKÜLTESİ/KİMYA BÖLÜMÜ/FİZİKOKİMYA ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Kimya Fiziksel Kimya ; Polimer Bilimi ; Nanoteknoloji | g_bayramoglu[at]hotmail.com | 481717340A2BEAB2 |
121475 | ![EBRU KONDOLOT 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) | ![ORCID](../images/orcidFav.png) PROFESÖRGAZİ ÜNİVERSİTESİ/TEKNİK BİLİMLER MESLEK YÜKSEKOKULU/KİMYA VE KİMYASAL İŞLEME TEKNOLOJİLERİ BÖLÜMÜ/KİMYA TEKNOLOJİSİ PR./ Fen Bilimleri ve Matematik Temel Alanı Kimya Polimer Bilimi ; Fiziksel Kimya ; Yeşil Kimya | ebrukondolot[at]gazi.edu.tr | 0938FD4FDB2C5D7B |
3183 | ![HALİL İBRAHİM ÜNAL](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRGAZİ ÜNİVERSİTESİ/FEN FAKÜLTESİ/KİMYA BÖLÜMÜ/FİZİKOKİMYA ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Kimya Polimer Bilimi ; Fiziksel Kimya ; Nanoteknoloji | hiunal[at]gazi.edu.tr | B0AB519F3127C64F |
111308 | ![HAYRETTİN TÜMTÜRK](../authorimages/photo_m.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRGAZİ ÜNİVERSİTESİ/FEN FAKÜLTESİ/KİMYA BÖLÜMÜ/FİZİKOKİMYA ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Kimya Fiziksel Kimya ; Polimer Bilimi ; Nanoteknoloji | tumturk[at]gazi.edu.tr | F1DD89945BE7142F |
5564 | ![MEHLİKA PULAT](../authorimages/photo_w.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRGAZİ ÜNİVERSİTESİ/FEN FAKÜLTESİ/KİMYA BÖLÜMÜ/FİZİKOKİMYA ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Kimya Fiziksel Kimya ; Polimer Bilimi | mpulat[at]gazi.edu.tr | 2111A4233015BEF1 |