KORKMAZ, S. (2023) "Çeşmeci-Zade Ni’metullah Çelebi’nin Kudüs’ün Faziletleri İsimli Yazma Eseri", International Conference on Manifestations of Jerusalem in Litarature, History, Religion and Politic“ Uluslararası Edebiyat, Tarih, Din ve Siyasette Tecelliyat-ı Kudüs” , İsrail, (Mart 2023)
KORKMAZ, S. (2021) "Yunus Emre'nin Güzel Türkçesi", Uluslararası Anadolu'nun İrfan Çağı (XIII.XIV. Yüzyıllar) Sempozyumu / 24-25 Aralık 2021 , Konya, Türkiye, (Aralık 2021)
KORKMAZ, S., Habbazı, M. (2019) "Medicine in Islam: Its Definition, Importance, Honor, and Ethics : İslamda Tıp, Tarifi, Şerefi ve Tıpta Ahlak"", 1 ST International Ahi Evran Medicine & Healty Science Congress , Kırşehir, Türkiye, (Ekim 2019)
AYKURT-SEPET, S. (2022) "Bi-slant $\xi^{\perp}$-Riemannian submersions", Hacettepe Journal of Mathematics and Statistics, 51 (1) pp. 8-19 [SCI Expanded] DOI " data-bs-content-id="YazarBilgi-22339">
AYKURT-SEPET, S. (2022) "Bi-slant $\xi^{\perp}$-Riemannian submersions", Hacettepe Journal of Mathematics and Statistics, 51 (1) pp. 8-19 [SCI Expanded] DOI AYKURT-SEPET, S. (2022) "Bi-slant $\xi^{\perp}$-Riemannian submersions", Hacettepe Journal of Mathematics and Statistics, 51 (1) pp. 8-19 [SCI Expanded] DOI
Bozok, H.G., AYKURT-SEPET, S., Ergüt, M. (2017) "Curves of constant breadth according to type-2 bishop frame in E3", Communications Faculty of Sciences University of Ankara Series A1 Mathematics and Statistics, 66 (1) pp. 206-212 [ESCI] DOI " data-bs-content-id="YazarBilgi-22340">
Bozok, H.G., AYKURT-SEPET, S., Ergüt, M. (2017) "Curves of constant breadth according to type-2 bishop frame in E3", Communications Faculty of Sciences University of Ankara Series A1 Mathematics and Statistics, 66 (1) pp. 206-212 [ESCI] DOI Bozok, H.G., AYKURT-SEPET, S., Ergüt, M. (2017) "Curves of constant breadth according to type-2 bishop frame in E3", Communications Faculty of Sciences University of Ankara Series A1 Mathematics and Statistics, 66 (1) pp. 206-212 [ESCI] DOI
Bozok, H.G., AYKURT-SEPET, S., Ergüt, M. (2017) "Some Characterizations of Constant Ratio Curves According to Type-2 Bishop Frame in Euclidean 3-space E^3", International Electronic Journal of Geometry, 10 (2) pp. 67-72 [ESCI] Link DOI " data-bs-content-id="YazarBilgi-22341">
Bozok, H.G., AYKURT-SEPET, S., Ergüt, M. (2017) "Some Characterizations of Constant Ratio Curves According to Type-2 Bishop Frame in Euclidean 3-space E^3", International Electronic Journal of Geometry, 10 (2) pp. 67-72 [ESCI] Link DOI Bozok, H.G., AYKURT-SEPET, S., Ergüt, M. (2017) "Some Characterizations of Constant Ratio Curves According to Type-2 Bishop Frame in Euclidean 3-space E^3", International Electronic Journal of Geometry, 10 (2) pp. 67-72 [ESCI] Link DOI
AYKURT-SEPET, S., Bozok, H.G. (2018) "Spacelike Curves of Constant Breadth in Semi-Riemannian Space E24", Palestine Journal of Mathematics, 7 (1) pp. 80-86 Link " data-bs-content-id="YazarBilgi-22342">
AYKURT-SEPET, S., Bozok, H.G. (2018) "Spacelike Curves of Constant Breadth in Semi-Riemannian Space E24", Palestine Journal of Mathematics, 7 (1) pp. 80-86 Link AYKURT-SEPET, S., Bozok, H.G. (2018) "Spacelike Curves of Constant Breadth in Semi-Riemannian Space E24", Palestine Journal of Mathematics, 7 (1) pp. 80-86 Link
AYKURT-SEPET, S., Bozok, H.G., Aydın, M.E. (2022) "Factorable Surfaces in Pseudo-Galilean Space with Prescribed Mean and Gaussian Curvatures", Journal of New Theory, 40 (3) pp. 1-11 [TR Dizin] DOI " data-bs-content-id="YazarBilgi-22343">
AYKURT-SEPET, S., Bozok, H.G., Aydın, M.E. (2022) "Factorable Surfaces in Pseudo-Galilean Space with Prescribed Mean and Gaussian Curvatures", Journal of New Theory, 40 (3) pp. 1-11 [TR Dizin] DOI AYKURT-SEPET, S., Bozok, H.G., Aydın, M.E. (2022) "Factorable Surfaces in Pseudo-Galilean Space with Prescribed Mean and Gaussian Curvatures", Journal of New Theory, 40 (3) pp. 1-11 [TR Dizin] DOI
Aydın, M.E., AYKURT-SEPET, S., Bozok, H.G. (2022) "Translation Surfaces in Pseudo-Galilean Space with Prescribed Mean and Gaussian Curvatures", Honam Mathematical Journal, 44 (1) pp. 36-51 [ESCI] Link DOI " data-bs-content-id="YazarBilgi-22344">
Aydın, M.E., AYKURT-SEPET, S., Bozok, H.G. (2022) "Translation Surfaces in Pseudo-Galilean Space with Prescribed Mean and Gaussian Curvatures", Honam Mathematical Journal, 44 (1) pp. 36-51 [ESCI] Link DOI Aydın, M.E., AYKURT-SEPET, S., Bozok, H.G. (2022) "Translation Surfaces in Pseudo-Galilean Space with Prescribed Mean and Gaussian Curvatures", Honam Mathematical Journal, 44 (1) pp. 36-51 [ESCI] Link DOI
Bozok, H.G., AYKURT-SEPET, S., Ergüt, M. (2018) "Position Vectors of General Helices According to Type-2 Bishop Frame in E^3", Mathematical Sciences and Applications E-Notes, 6 (1) pp. 64-69 [TR Dizin] DOI " data-bs-content-id="YazarBilgi-22345">
Bozok, H.G., AYKURT-SEPET, S., Ergüt, M. (2018) "Position Vectors of General Helices According to Type-2 Bishop Frame in E^3", Mathematical Sciences and Applications E-Notes, 6 (1) pp. 64-69 [TR Dizin] DOI Bozok, H.G., AYKURT-SEPET, S., Ergüt, M. (2018) "Position Vectors of General Helices According to Type-2 Bishop Frame in E^3", Mathematical Sciences and Applications E-Notes, 6 (1) pp. 64-69 [TR Dizin] DOI
AYKURT-SEPET, S., Ergüt, M. (2020) "Pointwise slant submersions from almost product Riemannian manifolds", Journal of Interdisciplinary Mathematics, 23 (3) pp. 639-655 [ESCI] DOI " data-bs-content-id="YazarBilgi-22346">
AYKURT-SEPET, S., Ergüt, M. (2020) "Pointwise slant submersions from almost product Riemannian manifolds", Journal of Interdisciplinary Mathematics, 23 (3) pp. 639-655 [ESCI] DOI AYKURT-SEPET, S., Ergüt, M. (2020) "Pointwise slant submersions from almost product Riemannian manifolds", Journal of Interdisciplinary Mathematics, 23 (3) pp. 639-655 [ESCI] DOI
AYKURT-SEPET, S., Ergüt, M. (2016) "Pointwise slant submersions from cosymplectic manifolds", TURKISH JOURNAL OF MATHEMATICS, 40 (3) pp. 582-593 [SCI Expanded] Link DOI " data-bs-content-id="YazarBilgi-22347">
AYKURT-SEPET, S., Ergüt, M. (2016) "Pointwise slant submersions from cosymplectic manifolds", TURKISH JOURNAL OF MATHEMATICS, 40 (3) pp. 582-593 [SCI Expanded] Link DOI AYKURT-SEPET, S., Ergüt, M. (2016) "Pointwise slant submersions from cosymplectic manifolds", TURKISH JOURNAL OF MATHEMATICS, 40 (3) pp. 582-593 [SCI Expanded] Link DOI
AYKURT-SEPET, S., Bozok, H.G. (2021) "V-semi-slant Submersions from Almost Product Riemannian Manifolds", Palestine Journal of Mathematics, 10 (1) pp. 299-307 Link " data-bs-content-id="YazarBilgi-22348">
AYKURT-SEPET, S., Bozok, H.G. (2021) "V-semi-slant Submersions from Almost Product Riemannian Manifolds", Palestine Journal of Mathematics, 10 (1) pp. 299-307 Link AYKURT-SEPET, S., Bozok, H.G. (2021) "V-semi-slant Submersions from Almost Product Riemannian Manifolds", Palestine Journal of Mathematics, 10 (1) pp. 299-307 Link
Öztekin, H., AYKURT-SEPET, S. (2017) "Intrinsic Geometry of the Special Equations in Galilean 3-Space G3", International J.Math.Combin., 4 (0) pp. 75-83 Link " data-bs-content-id="YazarBilgi-22349">
Öztekin, H., AYKURT-SEPET, S. (2017) "Intrinsic Geometry of the Special Equations in Galilean 3-Space G3", International J.Math.Combin., 4 (0) pp. 75-83 Link Öztekin, H., AYKURT-SEPET, S. (2017) "Intrinsic Geometry of the Special Equations in Galilean 3-Space G3", International J.Math.Combin., 4 (0) pp. 75-83 Link
Ergüt, M., Öztekin, H., AYKURT-SEPET, S. (2016) "Intrinsic Geometry of the NLS Equation According to Bishop Frame in Euclidean 3-Space", Prespacetime Journal, 7 (8) pp. 1205-1213
Aydın, M.E., AYKURT-SEPET, S. (2015) "Galilean Geometry of Corresponding Surfaces to Production Models in Economics", Kragujevac Journal of Mathematics, 39 (2) pp. 173-182 [ESCI] Link " data-bs-content-id="YazarBilgi-22352">
Aydın, M.E., AYKURT-SEPET, S. (2015) "Galilean Geometry of Corresponding Surfaces to Production Models in Economics", Kragujevac Journal of Mathematics, 39 (2) pp. 173-182 [ESCI] Link Aydın, M.E., AYKURT-SEPET, S. (2015) "Galilean Geometry of Corresponding Surfaces to Production Models in Economics", Kragujevac Journal of Mathematics, 39 (2) pp. 173-182 [ESCI] Link
Öztekin, H., AYKURT-SEPET, S. (2012) "Non-null Special Curves of AW(k)-type in Minkowski 3-Space", i-manager's Journal on Mathematics, 1 (2) pp. 20-25 DOI " data-bs-content-id="YazarBilgi-22353">
Öztekin, H., AYKURT-SEPET, S. (2012) "Non-null Special Curves of AW(k)-type in Minkowski 3-Space", i-manager's Journal on Mathematics, 1 (2) pp. 20-25 DOI Öztekin, H., AYKURT-SEPET, S. (2012) "Non-null Special Curves of AW(k)-type in Minkowski 3-Space", i-manager's Journal on Mathematics, 1 (2) pp. 20-25 DOI
AYKURT-SEPET, S., Bozok, H.G. (2020) "Pointwise semi-slant submersion", Differential Geometry - Dynamical Systems, 22 (0) pp. 1-10 Link " data-bs-content-id="YazarBilgi-22354">
AYKURT-SEPET, S., Bozok, H.G. (2020) "Pointwise semi-slant submersion", Differential Geometry - Dynamical Systems, 22 (0) pp. 1-10 Link AYKURT-SEPET, S., Bozok, H.G. (2020) "Pointwise semi-slant submersion", Differential Geometry - Dynamical Systems, 22 (0) pp. 1-10 Link
AYKURT-SEPET, S. (2020) "Pointwise Bi-slant Submersions", Celal Bayar Üniversitesi Fen Bilimleri Dergisi, 16 (3) pp. 339-343 [TR Dizin] DOI " data-bs-content-id="YazarBilgi-22355">
AYKURT-SEPET, S. (2020) "Pointwise Bi-slant Submersions", Celal Bayar Üniversitesi Fen Bilimleri Dergisi, 16 (3) pp. 339-343 [TR Dizin] DOI AYKURT-SEPET, S. (2020) "Pointwise Bi-slant Submersions", Celal Bayar Üniversitesi Fen Bilimleri Dergisi, 16 (3) pp. 339-343 [TR Dizin] DOI
AYKURT-SEPET, S., Ergüt, M. (2020) "Pointwise bi-slant submersions from cosymplectic manifolds", Communications Faculty Of Science University of Ankara Series A1 Mathematics and Statistics, 69 (2) pp. 1310-1319 [ESCI] DOI " data-bs-content-id="YazarBilgi-22356">
AYKURT-SEPET, S., Ergüt, M. (2020) "Pointwise bi-slant submersions from cosymplectic manifolds", Communications Faculty Of Science University of Ankara Series A1 Mathematics and Statistics, 69 (2) pp. 1310-1319 [ESCI] DOI AYKURT-SEPET, S., Ergüt, M. (2020) "Pointwise bi-slant submersions from cosymplectic manifolds", Communications Faculty Of Science University of Ankara Series A1 Mathematics and Statistics, 69 (2) pp. 1310-1319 [ESCI] DOI
