38781 | ![HANİFE İBİŞOĞLU](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRGEBZE TEKNİK ÜNİVERSİTESİ/TEMEL BİLİMLER FAKÜLTESİ/KİMYA BÖLÜMÜ/ANORGANİK KİMYA ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Kimya Anorganik Kimya | ibisoglu[at]gtu.edu.tr | 2F715463BA862B23 |
215580 | ![MELEK GÖKMEN KARAKAYA](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) DOKTOR ÖĞRETİM ÜYESİUŞAK ÜNİVERSİTESİ/BANAZ MESLEK YÜKSEKOKULU/KİMYA VE KİMYASAL İŞLEME TEKNOLOJİLERİ BÖLÜMÜ/LABORATUVAR TEKNOLOJİSİ PR./ Fen Bilimleri ve Matematik Temel Alanı Kimya Organik Kimya ; Spektroskopi ; Nanoteknoloji | melek.karakaya[at]usak.edu.tr | 577CBA6E2293D044 |
51511 | ![MELİKE SEVİM](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) DOÇENTATATÜRK ÜNİVERSİTESİ/FEN FAKÜLTESİ/KİMYA BÖLÜMÜ/ANORGANİK KİMYA ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Kimya Anorganik Kimya | melike.sevim[at]atauni.edu.tr | B7FFEA590FAC1433 |
4211 | ![OKAN SİRKECİOĞLU](../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 Organik Kimya ; Polimer Bilimi ; Enerji | sirkeci[at]itu.edu.tr | 6808E3EFC5346FDB |
39143 | ![MELİKE BÜŞRA BAYRAMOĞLU KARŞI](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) ÖĞRETİM GÖREVLİSİBOLU ABANT İZZET BAYSAL ÜNİVERSİTESİ/REKTÖRLÜK/ Fen Bilimleri ve Matematik Temel Alanı Kimya Analitik Kimya ; Çevre Kimyası | melikebayramoglu[at]gmail.com | E34928EC5C239FC9 |
7466 | ![MUSTAFA GÜLLÜ](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRANKARA ÜNİVERSİTESİ/FEN FAKÜLTESİ/KİMYA BÖLÜMÜ/ORGANİK KİMYA ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Kimya Organik Kimya ; Polimer Bilimi | gullu[at]ankara.edu.tr | 1497B77747A52DDB |
7842 | ![ESİN HAMURYUDAN](../authorimages/photo_w.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRİSTANBUL TEKNİK ÜNİVERSİTESİ/FEN-EDEBİYAT FAKÜLTESİ/KİMYA BÖLÜMÜ/KİMYA ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Kimya Anorganik Kimya | esin[at]itu.edu.tr | 6E8C4F0C247BF619 |
368272 | ![MELTEM ŞAYLAN](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) ARAŞTIRMA GÖREVLİSİİSTANBUL SAĞLIK VE TEKNOLOJİ ÜNİVERSİTESİ/ECZACILIK FAKÜLTESİ/TEMEL ECZACILIK BİLİMLERİ BÖLÜMÜ/ANALİTİK KİMYA ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Kimya Analitik Kimya | meltem.saylan[at]istun.edu.tr | 23BC72BA9F89D5D9 |
31940 | ![MURAT ÇAKICI](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRATATÜRK ÜNİVERSİTESİ/FEN FAKÜLTESİ/KİMYA BÖLÜMÜ/ORGANİK KİMYA ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Kimya Organik Kimya | mcakici[at]atauni.edu.tr | 3D462105D7B32131 |
125653 | ![NALAN TÜRKÖZ KARAKULLUKÇU](../authorimages/photo_w.jpg) | ![ORCID](../images/orcidFav.png) ÖĞRETİM GÖREVLİSİONDOKUZ MAYIS ÜNİVERSİTESİ/REKTÖRLÜK/ Fen Bilimleri ve Matematik Temel Alanı Kimya Organik Kimya ; Enerji ; Spektroskopi | nturkoz[at]omu.edu.tr | 8C1473DC00266A7D |
55784 | ![AYŞEM ARDA](data:image/jpg;base64,/9j/4AAQSkZJRgABAgAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDAxNDQ0Hyc5PTgyPC4zNDL/2wBDAQkJCQwLDBgNDRgyIRwhMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjL/wAARCACnAIcDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD3WlHpSUDrWhI6iignFABTWYDvSMwUEk4HrXFeJfERKNBaylYsYaRerfT2qJzUEa06bm7I3NR8T6dp7lHm3yjqkfJrl734k+UT5NkuOxkk/wAK4C/1F2dkh+Zj2HP5msSdJ5SfNc49E5rD2kpeR1KhFeZ6HJ8U7lXyUtVX0yTWvpHxNsrqZIbvYm443q3ArxOfbEfvD8TVN7hjwgznvuNWube5nNRWlj6Ufx1oCTGI6jGWBwdoJH51tWOp2moR+Za3CSr6qa+WNOeZZ+B8x7E12Gh69daRfpLbtsYfeRjwwqnNomNJSWh9Bg08GsXw/rkGuWAniIDjh07qa2R0rRNNXMWmnZjgaWmrSjpSEBooooAjpQKSnA5qiQppp3aoLmXyreST+6M0N2KtcxPEGossZtoiQT98jsPSuE1KxknbapwMfOSegrqnjMrszHJJ7+tZGpzw2m1HOev1JrgqTbdz0qNO2iOTubNIYisMYRB3xyfc1z1yJGBjjBNdq9vcagRsiKRn261at/DKqdzrmlFvdnYqaS1POrbw7PdSlpVOD2rZi8JxKATHyO9ehR6XHEAFWmzWqqvStOdiVKmuh5xdaIbXLxHDVliYbjFMCGHIz/Su9v4Qc8dK4/VbQRyiRR359qcZX3M6lJJXibXg3xM+kauqyN+6c7XGeor3SGRZYkkU5VhkH1FfLHmmKZiDl4z619B+AtU/tPwrayE5ZMxn8OlbQ0PNqrqdSOtOpoOKd2rQwEPSilNFICMDH40tFFUSIelZmqy7Y1jH8RyfoK0zXPapNuumXPRcfjWdV2ib0Y3kUJ5Ft7dpnOFAJrltKVtf1N7mVSIEOEQ+lWfFV6YbMQqeW4xn860PC1qLfTl4wzck+tcS1Z6tNcseY2Vt4o0AVAAKNoANSt0qI9aslMide9U7gfKavP0NZV5dwxZDyKpPqcUjWJj3q9QK52/gEkLg4roLi4idmCyKfxrJuQrK3Q00abnnF8/lXuTwQcGvY/g7fiSzvLP+4RIo9jxXjniGN7e/cgDB55716R8E5t2pXYB4MA4/4FXSlomeLU0k4nuC07tTVp1aGAhooPSikA2iiiqEhjdK5C7n3Xrk9mJP0FdfJwp+lef6hOIxO5bpnB/GufEOyR14ZXbOV8SXXn3Z5+XcsY+pOTXW2r3QtIxAyRgLxuGSa4K9Yyz2gPJect+VdDf3V7JfQWcMgtY2TJuJM7R7Y7n9K54anpy92OpupLfB8y3G4egXGK0o5Ny+teX2eoavLq5hklOwKCZBHjn04616LpjSNaKZPv8A8X1q5KxnFqSuiO+v1gIQcseMCubvLUXcxkePdjkjPA/GrWqtjVUJPSqGrWE11o00IiWSZjlCG+UDHpxzznPrRFJ7lzbgvdRkz3NlbP5TDYW4DAgjP4U1C5PBynb2rIi8N3awwwmFYyhJaQHJPtxXRw2htrUBzkgY5okkth0pSn8Ssch4tt1MccnRq6/4O7rS+BZQftKlF9gOc/0rH1m2W7SNCoOGzXY+BLQNrloYlKpHExbjGOMVpGbskjnq4dOUpy7HrKcinU1adXQeUIelFFFIBtFFFUJEVwdsLn2ry/WZCUkUc5PNen3PNvJ/umvOb228zzuP4jXLieh3YPdnLafCbjW7JDzsyx/OvRhaRyAZHbFcFpI8jxTCH4GxlH1r0SE5FYRZ6VTYr/2XBndsUn6CpBGsY2qMCrLuEXJ7VWMgLHJxxnFXcyjc5DXSVvwelWrJxJCAeRVPxNIiTKWdRnpk1DpN2Quxux4PrSOq10jaeFFG7aKwNSlwSK2p7gFOvaucvX3ympZUFYotgurFc4PSu2+H5MepSRHBJjySPrXC3V/bacFkuZNik4Ax1NdP8NtUF54gmZVIR0+XP0rWG6OTFzjyOPU9dXrTqavrSjpXWeILRSHpRSAbRRRVCRDdHFu+PSuNkg+dlxwSTXZ3AzA+fSuZnAEq1zV0dWHdkcTe232fWo5QpG2QV2kTkAVja1ahpXdeq4atPTp1ubRW6lTtb6iuVb2PW5uaKJnbzHAPQUSwpIpcj5sdRTJkkGfKIH1FYtzPqzBlWaOIjjGw1pFNlQg57OxXv9GScrLK7Pg8A9BWfLCsB+QgAUt3Jq5X5r5FH91V6n8qyDb6jO/725YJn+6ATTcWbOEoK7ZtBmmh3Z6elZs0fJY1sxIsVioXsMe5rG1GdIYXZiAFGTU2I5tLnBeLrjzNTitgeETJ+prsvhtcfZdZtTnAYhT9DxXmNxdnUNVmnb+NuPp2r0jwWNmpW3qMH9a6ZLlSR4/Nzzkz6BT7tO7UyM8fWpO9bHGJ2xRS0UgGUUUVQkRz8wuPauZm5nX6966abiJj7VzcvM3Pqa5626Omh1KN6gJf3Q5/KucstXTSvECWdwwWG+TMbHoJF4I/EYrp7vkSEjpGa828bgLZWVwOJI5gVPfpXNH4rHfdqF0eoZDcjmkaMMpFc9oGqvdWMJcljtAzW+k6sKpGjVinNZouTtHHtWNeooY4Fb11cIF61yupXi7iF/Sg2jd7jLi6EcAXPauN8WTv/Y8xDY3FVz7ZreYPM2TnHpXOeMsDSxGMAmQYq4L3kZ15WpyOM06HdKDjkmvUPC6bNTgOOm0GuD0KzMlwgx716HoKlNSckDap4/PFXVl7xwUYWhfue5R/cU1MKpWEm+BQTlk+U1drdO5xPcKKKKBDKKTIxS5FUJENycQtj0rnSPmNdDcEGB/pXPt1J9xXPWOmgUb0kW8rD+JgPwrz7xsobSbZQMky8flmvQL4kwKPVia4TxlGX0UhThomEn5CuWPx3O77DRf8IsW0+L0xXapCki9MGuF8Dyh7MD0rv4wMVpYuT2M28sFZScn86wLrTkQ5712E0e4Gsq4tg5xiiw4zZzDW+1CfSuI8WZmeKIZ4Pb1NelX0RRCorz3xEhjlDEH1+nNVHcVX3oMk0CxEcYbbk5x9a3NMXb5rdHxn/wAeNUNMlEcan+8ePyq5bymAu38RjJIHqKi7cmTJWikj1bwxfi9s0kLZYoM57kd66NTkV5t4G16zu7ny42CFmOEJ6ev616Mrcda64O6PMqRtIkopAfWiqMyLNNdwilj0AzWTq/iPS9Dt2nv72KJV/hJyx9gOprjdS+KumlNtlPEM/wATAs3/AHyP6mm5JDSbOlufE2n3TNb287NLnBUIcfnUXmZGR25rkNJnS7uGulXHmHeSVxnPt2rfFxw/XAGMn1Ncc5N7nbCCWwXsgRSSeg/U1yGtt5oSBuTJHIWHtjArf1Gb7u45B5rmrmbz7sspG1E2CsjrjG+hF4MZ7UrE3b5TXqEPKgmvPdFttlwHHds16Fb5MYq4u7CquWyHuMg1WMQHzEVd25702RAEzVGNzn7yIOxGK5jXNDF9bEKuGHIrtGh3yHNNktBj2oNE9LHmVnp9zbWoimGGjPyn19Ktyny3jnKnCOdwH909fyNdRrEVtbWjzTuqRgHJbiudtHTUYnMMiOw5dP7wxwfY9Kh3TuU2mrHN6rFcabdNPauU8uRZVdDjKnuPoa9P8C/EKzv7JbTVb2GG9U7VMjBfM9x71yk2mpdafLaFtmVKrnqme3uK8517RbvTpWkkTchOAVHT3zW9KSZw14NK59aRzLIgZWDAjII6Givk/QvHWveHwY7DUZRDjHlSfOv4A/0orfU5LoyZ7ma4JeWRmZupY5NaugOrTxQpCGmzjfJ835DpWJzjFOUsv3SQcYyOKprSxKlZ3PaLbUre0tgJpkMmOVU8g/hWjY3bXHyuu1ScgV4hDqd3FGIlmYDsw6/n1rasPF15bsMspC/dU+vrXNKizshiIo9V1GG4uZjsGFxgHHSqsPh+dUAAwDkknvW/4Z1O21rSIbpVXcR86jnB7it0RqB0rL2fc7o1bbI52w0o24UEfWuhjG0AUbRS07WFOXOTKetNmIK4FR596azUEqJGEwc02XpT2IxXO+JfE1joFqJLqXljhI15Zvw9KpIbaWpw3xQ121kij0uJt8yybpMfwccfzrz7T9YntDujneGZDlJUPT1B9RVfWtTfV9UuL2Thpn3Yz0HYflVFlPbpxmumMFazPNqVm58yOom8dancRiOZIHIPLYxu/KuevryW+nLyMSCeFycCoScDAoGAMmiNOMdUiJVpyVmxRhRRSA5IOKKsy1LfAXOMn3pDzmiikIZyfqO9Kpw2fzoopjOr8H+LJ9AvlBZmtnOHT09697sr1Ly1jmTO1xkUUVz1FZnfh5NxsywxyKQniiismdiGFsUwt1oopFowvE3iCHw/pcl3IrO33UQfxMffsK8B1vWbrW9Qe6u33Ox4HZR2A9qKK6KS0uefipPm5ehmMAoBHSkY84oordbHEJtAAJPehn7Y4oopIQoBHFFFFDA//9k=) | ![ORCID](../images/orcidFav.png) PROFESÖRİSTANBUL ÜNİVERSİTESİ-CERRAHPAŞA/MÜHENDİSLİK FAKÜLTESİ/KİMYA BÖLÜMÜ/ANALİTİK KİMYA ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Kimya Analitik Kimya ; Spektroskopi ; Nanoteknoloji | auzer[at]iuc.edu.tr | B020D3EC4F02E8B9 |
107415 | ![OSMAN AKBA](../authorimages/photo_m.jpg) | PROFESÖRDİCLE ÜNİVERSİTESİ/FEN FAKÜLTESİ/KİMYA BÖLÜMÜ/ANORGANİK KİMYA ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Kimya Anorganik Kimya | oakba[at]dicle.edu.tr | C892B35FEEC5B18A |
220149 | ![EBRU MAVİOĞLU AYAN](../authorimages/photo_w.jpg) | ![ORCID](../images/orcidFav.png) DOÇENTEGE ÜNİVERSİTESİ/FEN FAKÜLTESİ/KİMYA BÖLÜMÜ/FİZİKOKİMYA ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Kimya Fiziksel Kimya ; Elektrokimya ; Kimyasal Kinetik | emavi555[at]hotmail.com | 6A8FEC94418621C2 |
317430 | ![ECEM BAYKAL ALPASLAN](../authorimages/photo_w.jpg) | ![ORCID](../images/orcidFav.png) ÖĞRETİM GÖREVLİSİİSTANBUL GELİŞİM ÜNİVERSİTESİ/SAĞLIK HİZMETLERİ MESLEK YÜKSEKOKULU/TIBBİ HİZMETLER VE TEKNİKLER BÖLÜMÜ/TIBBİ LABORATUVAR TEKNİKLERİ PR. / Fen Bilimleri ve Matematik Temel Alanı Kimya Biyokimya | ebaykal[at]gelisim.edu.tr | 85019FDAD5FE58B0 |
145862 | ![TUĞBA KARAHAN](../authorimages/photo_w.jpg) | ![ORCID](../images/orcidFav.png) DOKTOR ÖĞRETİM ÜYESİ (Unvan:Doçent) VAN YÜZÜNCÜ YIL ÜNİVERSİTESİ/VAN SAĞLIK HİZMETLERİ MESLEK YÜKSEKOKULU/SAĞLIK BAKIM HİZMETLERİ BÖLÜMÜ/YAŞLI BAKIMI PR./ Fen Bilimleri ve Matematik Temel Alanı Kimya Biyokimya | tugbagur[at]yyu.edu.tr | B267656584D58D74 |
197648 | ![GÜLDEN ASAN](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) DOKTOR ÖĞRETİM ÜYESİHİTİT ÜNİVERSİTESİ/TEKNİK BİLİMLER MESLEK YÜKSEKOKULU/MÜLKİYET KORUMA VE GÜVENLİK BÖLÜMÜ/İŞ SAĞLIĞI VE GÜVENLİĞİ PR./ Fen Bilimleri ve Matematik Temel Alanı Kimya Analitik Kimya ; Elektrokimya ; Korozyon | guldenasan[at]hitit.edu.tr | F3E7F355CE6BBEE1 |
18144 | ![İLKNUR BABAHAN BİRCAN](data:image/jpg;base64,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) | PROFESÖRAYDIN ADNAN MENDERES ÜNİVERSİTESİ/FEN FAKÜLTESİ/KİMYA BÖLÜMÜ/ORGANİK KİMYA ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Kimya Organik Kimya ; Anorganik Kimya ; Polimer Bilimi | ilknurbabahan[at]yahoo.com | 8DCD07B079B3AA3B |
13348 | ![NİLGÜN KIZILCAN](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRİSTANBUL TEKNİK ÜNİVERSİTESİ/FEN-EDEBİYAT FAKÜLTESİ/KİMYA BÖLÜMÜ/KİMYA ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Kimya Organik Kimya ; Polimer Bilimi ; Spektroskopi | kizilcan[at]itu.edu.tr | 21F170DE6EEDC249 |
123405 | ![BAHATTİN AYDINLI](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRKASTAMONU ÜNİVERSİTESİ/EĞİTİM FAKÜLTESİ/TEMEL EĞİTİM BÖLÜMÜ/OKUL ÖNCESİ EĞİTİMİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Kimya Fiziksel Kimya ; Polimer Bilimi | baydinli[at]kastamonu.edu.tr | 25E30BEFC109D224 |
5369 | ![NİLHAN KAYAMAN APOHAN](../authorimages/photo_w.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRMARMARA ÜNİVERSİTESİ/FEN FAKÜLTESİ/KİMYA BÖLÜMÜ/ORGANİK KİMYA ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Kimya Polimer Bilimi | napohan[at]marmara.edu.tr | F047E02D6C1926A8 |