44396 | ![HÜSEYİN HÜSNÜ YILDIRIM](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRBOLU ABANT İZZET BAYSAL ÜNİVERSİTESİ/EĞİTİM FAKÜLTESİ/MATEMATİK VE FEN BİLİMLERİ EĞİTİMİ BÖLÜMÜ/MATEMATİK EĞİTİMİ ANABİLİM DALI/ Eğitim Bilimleri Temel Alanı Matematik Eğitimi Matematik Eğitimi | hhy.yildirim[at]gmail.com | 40950454438C067E |
52503 | ![SELDA YILDIRIM](../authorimages/photo_w.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRBOLU ABANT İZZET BAYSAL ÜNİVERSİTESİ/EĞİTİM FAKÜLTESİ/MATEMATİK VE FEN BİLİMLERİ EĞİTİMİ BÖLÜMÜ/MATEMATİK EĞİTİMİ ANABİLİM DALI/ Eğitim Bilimleri Temel Alanı Matematik Eğitimi Matematik Eğitimi | | A1483F6F580398A0 |
36590 | ![FİLİZ TUBA DİKKARTIN ÖVEZ](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRBALIKESİR ÜNİVERSİTESİ/NECATİBEY EĞİTİM FAKÜLTESİ/MATEMATİK VE FEN BİLİMLERİ EĞİTİMİ BÖLÜMÜ/MATEMATİK EĞİTİMİ ANABİLİM DALI/ Eğitim Bilimleri Temel Alanı Matematik Eğitimi Matematik Eğitimi | tdikkartin[at]balikesir.edu.tr | 955C18A75937BAAC |
27392 | ![ŞEMSETTİN DURSUN](data:image/jpg;base64,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) | PROFESÖRBATMAN ÜNİVERSİTESİ/İKTİSADİ VE İDARİ BİLİMLER FAKÜLTESİ/İŞLETME BÖLÜMÜ/SAYISAL YÖNTEMLER ANABİLİM DALI/ Eğitim Bilimleri Temel Alanı Matematik Eğitimi Matematik Eğitimi | semsettin.dursun[at]batman.edu.tr | 31ABD52B46C5FDB7 |
47696 | ![GÜRSEL GÜLER](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRYOZGAT BOZOK ÜNİVERSİTESİ/EĞİTİM FAKÜLTESİ/MATEMATİK VE FEN BİLİMLERİ EĞİTİMİ BÖLÜMÜ/MATEMATİK EĞİTİMİ ANABİLİM DALI/ Eğitim Bilimleri Temel Alanı Matematik Eğitimi Matematik Eğitimi | | BF9A569AE308C49D |
114567 | ![PERİHAN DİNÇ ARTUT](../authorimages/photo_w.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRÇUKUROVA ÜNİVERSİTESİ/EĞİTİM FAKÜLTESİ/MATEMATİK VE FEN BİLİMLERİ EĞİTİMİ BÖLÜMÜ/MATEMATİK EĞİTİMİ ANABİLİM DALI/ Eğitim Bilimleri Temel Alanı Matematik Eğitimi Matematik Eğitimi | partut[at]cu.edu.tr | 341E36AEAB976EE4 |
23571 | ![YÜKSEL DEDE](../authorimages/photo_m.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRGAZİ ÜNİVERSİTESİ/GAZİ EĞİTİM FAKÜLTESİ/MATEMATİK VE FEN BİLİMLERİ EĞİTİMİ BÖLÜMÜ/MATEMATİK EĞİTİMİ ANABİLİM DALI/ Eğitim Bilimleri Temel Alanı Matematik Eğitimi Matematik Eğitimi | ydede[at]gazi.edu.tr | DF27AC93A2F0F4E1 |
57139 | ![SELAMİ ERCAN](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRGAZİ ÜNİVERSİTESİ/GAZİ EĞİTİM FAKÜLTESİ/MATEMATİK VE FEN BİLİMLERİ EĞİTİMİ BÖLÜMÜ/MATEMATİK EĞİTİMİ ANABİLİM DALI/ Eğitim Bilimleri Temel Alanı Matematik Eğitimi Matematik Eğitimi | ercans[at]gazi.edu.tr | 12E3260992C5CF1B |
111568 | ![CEMİL İNAN](../authorimages/photo_m.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRMARDİN ARTUKLU ÜNİVERSİTESİ/İKTİSADİ VE İDARİ BİLİMLER FAKÜLTESİ/İŞLETME BÖLÜMÜ/SAYISAL YÖNTEMLER ANABİLİM DALI/ Eğitim Bilimleri Temel Alanı Matematik Eğitimi Matematik Eğitimi | | 940BE2599B9F40AF |
58994 | ![MERAL CANSIZ AKTAŞ](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRORDU ÜNİVERSİTESİ/EĞİTİM FAKÜLTESİ/MATEMATİK VE FEN BİLİMLERİ EĞİTİMİ BÖLÜMÜ/MATEMATİK EĞİTİMİ ANABİLİM DALI/ Eğitim Bilimleri Temel Alanı Matematik Eğitimi Matematik Eğitimi | meralcaktas[at]odu.edu.tr | E425259360611D89 |
48736 | ![ÖMER FARUK ÇETİN](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRERZİNCAN BİNALİ YILDIRIM ÜNİVERSİTESİ/EĞİTİM FAKÜLTESİ/MATEMATİK VE FEN BİLİMLERİ EĞİTİMİ BÖLÜMÜ/MATEMATİK EĞİTİMİ ANABİLİM DALI/ Eğitim Bilimleri Temel Alanı Matematik Eğitimi Matematik Eğitimi | ofaruk[at]erzincan.edu.tr | 2F1196B2BEAFFFAE |
14108 | ![MUZAFFER OKUR](../authorimages/photo_m.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRERZİNCAN BİNALİ YILDIRIM ÜNİVERSİTESİ/EĞİTİM FAKÜLTESİ/MATEMATİK VE FEN BİLİMLERİ EĞİTİMİ BÖLÜMÜ/MATEMATİK EĞİTİMİ ANABİLİM DALI/ Eğitim Bilimleri Temel Alanı Matematik Eğitimi Matematik Eğitimi | mokur[at]erzincan.edu.tr | AA0C4FD3627897C3 |
182623 | ![MEHMET FATİH ÖÇAL](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRAĞRI İBRAHİM ÇEÇEN ÜNİVERSİTESİ/EĞİTİM FAKÜLTESİ/MATEMATİK VE FEN BİLİMLERİ EĞİTİMİ BÖLÜMÜ/MATEMATİK EĞİTİMİ ANABİLİM DALI/ Eğitim Bilimleri Temel Alanı Matematik Eğitimi Matematik Eğitimi | | FB754222A51DB16A |
32029 | ![GÜNEY HACIÖMEROĞLU](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRÇANAKKALE ONSEKİZ MART ÜNİVERSİTESİ/EĞİTİM FAKÜLTESİ/MATEMATİK VE FEN BİLİMLERİ EĞİTİMİ BÖLÜMÜ/MATEMATİK EĞİTİMİ ANABİLİM DALI/ Eğitim Bilimleri Temel Alanı Matematik Eğitimi Matematik Eğitimi | hguney[at]comu.edu.tr | 998B9355E69CE5CE |
58343 | ![TANGÜL KABAEL](data:image/jpg;base64,/9j/4AAQSkZJRgABAgAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDAxNDQ0Hyc5PTgyPC4zNDL/2wBDAQkJCQwLDBgNDRgyIRwhMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjL/wAARCACnAIcDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD1fNOzTOlJuNchqPzQTTdx9KYzUDFLZozzUe6nK3FMCUHinA5pgNOBFADqdTKAaAJAcUU3IoyKaEOPFJmkzQTTGGaq3B+U1YJqncNxip6jRz3iF9lln3/rRVDxlNs0xucfMv8AOipe5rFaHb7jS0wHijNMxHE0xiKUmoycmmITinL061Fkc89Kp6jq9ppNs093MsSjoSepoGkagPHemNcwR53yqmOzHmvItb+J95I7xaaqpGf+WjjJ/AVyknivWpmLNfS+/NUosdj6Dj1ayeQolxGx9AwqwLmMjKsDzjivmj+1b8TCRbyYNnPDVvDxtevGiPI2UGFZTjmnyhY99DqT1H4U/PpXienfEjULZ1FyBKmeT3r0zw54pstfg/cP++X70ZPNTYHE6CgnHWigjPWgQxiDVO4NXGxVCc8mkBw/jqbbaIvqwoqn49lwIl9WoqXudcF7p6bSE4puaaWpnIOLcU0nIyPxpM1S1LUItPspJ5jhEGQM9T6UwtdlHxFr1vodiZ5HBlYfu4x1Y14lrOt3es3Ty3EhOTwueF9sVoa7qdxr2oyTSNhQePQCufuZ44QUiGSO9OKuzTltuQNw3t61EZsHGRUEksjnOcn2psUDzMAFJJ9q2skZNtl2KUE4ODUd3A0BVwSFbkDNdBpHgq+vEEmCoxnmte98D3Q050BLFeVzUupFaGipTaucNb3e1sEnmuh0fVJ9NvYru0lZHU84P3h6VzN3aTWFyY5UKsp5zU9tdjKhl98+lNq6uidU7M+nNA1qHWtNiuY2G4jDrnoa1u5FeHeBfEJsb1YpGxDKfyNe021wk8YYHk9ayQNdSR+hqhOeTV1zwaz5zyaTBHm3jiTfexJ6ZNFVvF0obViD2X+tFSd9Ne6j1vNNzTS3WmZ96s84czhQSa808Z6u17cizhkPkx/fweprs/EGoiw052Bwx4H415FrF15UbEn53zn61DetjamurMm/uwoMMGQBw1ZAhaaTAB5qctu5bt+tbOkWYkkV2HBrW/KiuXmkT6J4TS7CyT5x6V3mneHNOtwpEC5HcioLCLy41AHFbcDciuOVVyOyNFJbF+FUiUKqhVA4wKlBV1xwQarb8etOjYq+cVlr1Nkkcl418Mw39qZo0AlXnIFePzQva3BjfjHBr6NuVWeIqwyCK8Y8baZ9lvmljXAJrroVHszixNL7SKekThnVc4wa9r8G6013ai3lb97FweeorwXS3Kyq1ei6JeG1mhuIzgj73uKuq+VmUVzQPZZGG3NZk7cn6GpLa7W5tVkU5BGaq3MnyMfY0kzJLU8t8SyeZrMuegAoqnrMm/Vrpv8AaxRUPc9On8KPai1MLcUhNMY4B+las8pHD+LtR333kZ+SLk/WvM9TnM02W6V1OuXJub65GfvSEZ9hXIXhBlY9lFZw1kdG0StCpknCg5A612WltaRKu+ZFHv0rkdJh8+f5mwC3P0rp21bT7FRbR2izyBcn5c4rSa5nYdJqKuztrCW0ljAjuIn46K1a8aqAK8ca9juJvMhtmhwckxkiu08O6pMyiGSRmz0D9cVhOlynTTq8x2eQpySMUx9S0+0XNzdRJ9WAqvqSEWDyFzGuPvCvM76QW87yQW5uJUG53kGdoqYQ5nYqpPlVz01de0+44thJMv8AeRSR/KuR8ZxW93bM8YOQMkEdKzNN8Uata28l0sX+ixECUqgwufpW5qF+ut6N55RdzAHKjFauPIyFP2kXY8vsVKNtP8LEV2+kjzFUdsVyLoItRkTHfNdj4fGSvoadZ3VzGkrOx3Xhq9ItzGx+6cAVp3soEDn1BrjtNvRbahLGc4yelXNR8T6dCpgeZhJjOCKIa6GdSNpXOIvXEl9OwP3pCaKovco8xcSDqetFX7OXY6I1I23Pes1Xu51gtJZmOFVCSadurB8X3DQeGroqeWTb16UmcKPNJJ/tEk0gP3ix/WsC6B8mU9zWnZNutFJ7ggmsq7yIguep5pwWps3oX/DMAlQhhzyK0v7EuI74zwZGQV55yDVLwo6+a655DdK9I0+OOSMbgKzqScZXR0UqUZw1OTs9Hlt4XRVOJFCtkZ49vStWxshBfQFFIVeDk9a6GeO3tojI+AoHeqdni7uFdV2oORnvWTqSe5qqajsdHdxLcacsZUEGuLu/D9wk8vlfKkowRjIYV6AiAWiEqDjk1Rkvbc3LQMQr4yAe9SpNPQrlTVmcbY+EsQPFL/q3OXQHg/UVtPpEcNi6RxhQF4wMCuhghjYgpgZ9Kj1N0itnGBwDQ5ykyo01FaHhOqjy9dZcdetdXoPyLGRjrXIajOs2uTlTnDkV0NneLa28YB+cmuia91HFF2ky7JcEX8rrnIas3xSA8kc8bEB1BHP51YEhklmcDqTj61R1Y79MGTzE/B9jVUNJBW1RzxYN0NFRHOflNFejqcVz6PzXLeO5Cuguo6mum3AnGa5rxshfRC2MgMK89lrc85iQR26qDwRn8aybkb3wf73Fb88XlLChGCqk4PcHvWNcR5cEe5/CiL1NXsR6FN9m1tkzxIOB716JZXhVODwK8onka2vVmibDocivRNAv4NSgSVSB/eXPINKtHqa4WpbQ0Lq4e/lKMxEQ7etTW11c29wrKNygYwKz9U0+Xy3aCd4yh6KeoqfSILa5ZVlvJoWJ5JbIrnUW0d1rnVW+uXEyhI0Ge+5ag1q0ubmBbvaBMvTAwKI7K0ggLjVZNytgAEZIqrLa6pqMirBqE8VuvMjNjLe3TijlHy6XRPpOsSMNj8MOoqxqt3utHdjgAZOf1qhb2H2eaWTpghRnvXNePdfWGA6ZbN+/kH7wj+BaVNc0rE1KijE8/e5RrueUcgyMf1q/YXL3DAOflX5h9axdhHGME9hWxo6F+AOWIArumkonkxk3LQ6C3bAxngD5vqaztTl227xHoWzWraw7beVm6kkYrD1JWlkAUHBHJqKK5pm1R+7YyD7E0U8DaxBFFegcp9CGZWm8tTzis7xELZtDuRdSBExnLnp9Ko6hq0NjqYVZY3cj5o1bkVxmvyX+t3u64uFWBW+WFG4X615l9bGiT6ETzfbnyuSqx7VJ71VktgQePujbVuEpAhGOFGAP60gANuzHnnrUt2ZslocZfr/pLCpNE1CXTb+Mhvkc7WH9abqLZvXx0Aqqi/vkPoRXWknE5ruMro9Ytrxb2DgjJ9e9MW0khctEOD1Uiuasrl4kRoydwIzivSPDtl9ogiuZ2DSEZMeOBXDJcr0PTpVmUrG0uJHBI2g+grqLeIRQBT07k1f8uDgvGAfUVn6tZ3Utu39nTI3+y3X8Kyc2zeVVyRzfiTXLfSbd2VgZP4R714/d3Et1PNPKxMsp5Y+ldN4njvI7sw30EkLDs/eubW3eVsKu7Ptiuygklc4MRJt2IFQsQAPauw0LTBbxNK4HyDIqppemYkUhN0p4Vew9zWvqup2+j2yWwcNO3JHrU1ZuWiJpwUVdkt0hhs/kUliM8DPJrDSzuEPmSEoueQTjOaki8QNLkmSRRjooqK+vWMewZAPLHOWwaqkmmTVaexiXJUzuB2Paigx79pRk5GT84yPqKK7ovQ5riLd3CuWDNv55c5z7Z7mtZNRup4QGGGPtmsOGMPcAMAnfbngfT3rprQEBWIBHfFctSyVy6bb0I4PNkXaCzsT1I6VeuyYLFl7kbam+0wxgsBj9KwtX1ITpiPtxxXOk5M6bqKsYFw2+dzjtipbeMM276VHtyelaWn25dwccZrqeiOeKu7nW+EgkWpksm4rH8uRnmuw0/wC0RyD91IEwcyk8t7bew965nw04t751I5dMZru7OZZAQ2flOBnt7VwVbndC1i/a27zYYEhfc1rR2awupBzkUzT8eRgdassC3fp1rA0Zynj+ysrzw1cNcoA1uQ6vjnrz/OvLbaz02FTm6IDdia9Z8aQ/aPC+oqASTCcfhivDbIx+YPN6GumldxMaujOkbU4LSBo7CIBscyVx91NJcXjSuxkdj1PU/SujuI1lt9qvhf1rIiWOO4LuQWUZBNbQVjCo2X7HT44rbzrgKu8cRvWbqjhLhYy4wQN2zrilu9VMr+YWwAep7Cs+4b7S00jNlgVAYkDv6da2hHW5jUlpoFsBNdgSlgG3ZZmCjjp14oqaGMkyCE7yj7l8tWbII7cUVrqYlEHamEy2DjaCC2fXjtVldTuIQNjfKelQF2ZQwZ+B8j45RfQgD9agT5pVVyiDqCegHrQ4pjTa2NN9QuZosMSd3Tio1X92QepqFWaMfM+MY46kZ71PE8aKcFmPuKjlSLTvuNSImRVArcgCxIq5Ge9YqSb5CBkVsWiYA7571lUZvSVz0H4eaMNU1R7mQZjtkJ/4EeK7fVbFLW5SRFG1uHGP4vWvNvCviOXw7qRmVN8Uo2yp2Ye1ekajqVtqOlLe28qsmRtz29vrWTs0aaqQWMxjmC54PStjqQRXM2s+9FIIzmujt33RDHWuWatsbp6Gbrtv52k3keOsL/yr5tjmEXEhOQcYr6kmQSxPGRw2VJ+or5u12z/s3xBe2TxD93KfvehORW+H2sY1r2TGpqQK4QluMYAzUEnyx73IBJ7kVMZoLeIBmjXcONoyazp7rz3ORiJcAxnv711Qic0pFc4MnzDaejknANOt8hSWYIrIcsw3HrxxUak8kcBeSOtWmaSyKqixRuGE6gNucAj16Ee1bpGLYNOJHDefcsdg81gMgHsBjqKKiEOCFdJQzjeSg3fKeRwKKokYfnUPuzu53dwo7H17VGEXYSVyqjc65xj2HXiiikMcqNcNyAvALBeBgdPxp0smwCP+HGSe9FFSNgkzpIgfBz0x6V0MSSRRIwG4HpzRRWVQ6KBpWMc1xIrHACdK3472aOyNqrbY9+4kdWoorl6nWjodGuDJGozyOtdjp8mE5NFFc8tymXnII6cY5rx34r2dva6tbakwy80fl4A6kev50UVpR+JEVPgPMnYyPK5HyoRuQn17CmMGBU5VuC3zZ49qKK9WyPNuFu0IchtzFcl1X5dg7YPekhRXlQMqBHbqM5AFFFUQyyqK8Ui/MjZBVx8xI9OowKKKKQz/2Q==) | PROFESÖRANADOLU ÜNİVERSİTESİ/EĞİTİM FAKÜLTESİ/MATEMATİK VE FEN BİLİMLERİ EĞİTİMİ BÖLÜMÜ/MATEMATİK EĞİTİMİ ANABİLİM DALI/ Eğitim Bilimleri Temel Alanı Matematik Eğitimi Matematik Eğitimi | tuygur[at]anadolu.edu.tr | 601F8FF2CE2B0BAD |
109109 | ![ERSEN YAZICI](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRAYDIN ADNAN MENDERES ÜNİVERSİTESİ/EĞİTİM FAKÜLTESİ/MATEMATİK VE FEN BİLİMLERİ EĞİTİMİ BÖLÜMÜ/MATEMATİK EĞİTİMİ ANABİLİM DALI/ Eğitim Bilimleri Temel Alanı Matematik Eğitimi Matematik Eğitimi | ersenyazici[at]gmail.com | 45B1E8489359E378 |
16994 | ![ALİ BOZKURT](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRGAZİANTEP ÜNİVERSİTESİ/GAZİANTEP EĞİTİM FAKÜLTESİ/MATEMATİK VE FEN BİLİMLERİ EĞİTİMİ BÖLÜMÜ/MATEMATİK EĞİTİMİ ANABİLİM DALI/ Eğitim Bilimleri Temel Alanı Matematik Eğitimi Matematik Eğitimi | alibozkurt[at]gantep.edu.tr | 2929781638213CCC |
5692 | ![MEHMET FATİH ÖZMANTAR](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRGAZİANTEP ÜNİVERSİTESİ/GAZİANTEP EĞİTİM FAKÜLTESİ/MATEMATİK VE FEN BİLİMLERİ EĞİTİMİ BÖLÜMÜ/MATEMATİK EĞİTİMİ ANABİLİM DALI/ Eğitim Bilimleri Temel Alanı Matematik Eğitimi Matematik Eğitimi | ozmantar[at]gantep.edu.tr | DB59DFAFEE985D91 |
45387 | ![FATİH KARAKUŞ](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRSİVAS CUMHURİYET ÜNİVERSİTESİ/EĞİTİM FAKÜLTESİ/MATEMATİK VE FEN BİLİMLERİ EĞİTİMİ BÖLÜMÜ/MATEMATİK EĞİTİMİ ANABİLİM DALI/ Eğitim Bilimleri Temel Alanı Matematik Eğitimi Matematik Eğitimi | fkarakus[at]cumhuriyet.edu.tr | 379B7FF4512624D9 |
3835 | ![ADNAN BAKİ](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRTRABZON ÜNİVERSİTESİ/FATİH EĞİTİM FAKÜLTESİ/MATEMATİK VE FEN BİLİMLERİ EĞİTİMİ BÖLÜMÜ/MATEMATİK EĞİTİMİ ANABİLİM DALI/ Eğitim Bilimleri Temel Alanı Matematik Eğitimi Matematik Eğitimi | abaki[at]trabzon.edu.tr | A05C3592FAF8B2C0 |