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Author

Haşim Çayır

Observed names: Cayir, Hasim, HASIM CAYIR, HAŞİM ÇAYIR, Hasim CAYIR and Fıdan JABRAILZADE, Hasim Cayir, Haşim ÇAYIR, Haşim Çayir, Çayır, Haşim
Institution: Giresun University
ORCID: 0000-0003-0348-8665
Observed ORCID: 0000-0003-0348-8665
OpenAlex ID: A5083410151
Some Notes on Almost Paracontact Structures
2013 · Arif Salimov, Hasim Cayir · Proceedings of the Bulgarian Academy of Sciences · 13
Tachibana and Vishnevskii operators applied to X$^{V}$ and $X^{H}$ in almost paracontact structure on tangent bundle $T(M)$
2016 · Hasim Cayir · New Trends in Mathematical Science · 10
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Lie derivatives of almost contact structure and almost paracontact structure with respect to X^{C} and X^{V} on Tangent Bundle T(M)
2016 · Hasim Cayir, Gokhan Koseoglu · New Trends in Mathematical Science · 10
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Some notes on almost paracomplex structures associated with the diagonal lifts and operators on cotangent bundle
2016 · Hasim Cayir · New Trends in Mathematical Science · 3
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Some notes on lifts of the F((υ+1),λ²(υ-1))-structure on cotangent and tangent bundle
2021 · Haşim ÇAYIR · Communications Faculty Of Science University of Ankara Series A1Mathematics and Statistics · 1
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On the Lifts of F(2K + S; S)-Structure Satisfying F^(2K+S) + F^S = 0; (F≠ 0; K≥ 0 ,S≥1 ) on Cotangent and Tangent Bundle
2019 · Haşim ÇAYIR, Fıdan JABRAİLZADE · International Electronic Journal of Geometry · 1
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On integrability conditions, operators, and the purity conditions of the Sasakian metric with respect to lifts of F l (7 ; 1) -structure on the cotangent bundle
2019 · Haşim ÇAYIR · TURKISH JOURNAL OF MATHEMATICS · 1
Derivatives of Sasakian metric ^{S}g on Cotangent Bundle
2018 · Haşim Çayır · Communications Faculty Of Science University of Ankara Series A1Mathematics and Statistics · 1
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Some Properties on Lifting of Frenet Formulas on Tangent Space T R
2025 · Hasim CAYIR and Fıdan JABRAILZADE · Punjab University Journal of Mathematics
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Derivatives with Respect to Lifts of the Riemannian Metric of the FormatfG˜ =Sgf +H g on TM Over a Riemannian Manifold (M, g).
2025 · Hasim Cayir · Punjab University Journal of Mathematics
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On Holomorphic and Quasi-kähler-norden Metrics in the Tangent Bundle of 4-walker Manifolds
2025 · HAŞİM ÇAYIR, ALPER GÜLBE, et al. · Journal of Science and Arts
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On tangent bundles of Walker four-manifolds
2025 · Haşim Çayir, Erkan Güler, et al. · Open Mathematics
The Transformation of the Evolute Curves Using Lifts on R^3 to Tangent Space Tr^3
2024 · HAŞİM ÇAYIR, SÜLEYMAN ŞENYURT · Journal of Science and Arts
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Operators Applied to Lifts with Respect to the Diagonal Lifts of Affinor Fields Along a Cross-Section on $T_{q}^{p}(M)$
2023 · Haşim Çayır, Behboudi Asl · International Electronic Journal of Geometry
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Some calculations on Kaluza-Klein metric with respect to lifts in tangent bundle
2022 · Haşim Çayir · Boletim da Sociedade Paranaense de Matemática
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α-Sasakian, β-Kenmotsu and trans-Sasakian structures on the tangent bundle
2022 · Haşim ÇAYIR, Tarana SULTANOVA · Communications Faculty Of Science University of Ankara Series A1Mathematics and Statistics
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Derivatives with respect to horizontal and vertical lifts of the deformed complete lift metric G_{f} on tangent bundle.
2022 · Haşim Çayir, Rabia Cakan Akpinar · Boletim da Sociedade Paranaense de Matemática
The General F_(a,λ) (K,T)- Structure Satisfying aF^K+λ^r F^T=0 on M^n and Lifts Problems Associated with the Structure
2021 · HAŞİM ÇAYIR · Journal of Science and Arts
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On the Lifts of $F^{K}+F=0,$ $(F\neq 0,K\geqslant 0)-$Structure on Cotangent and Tangent Bundle
2021 · Haşim Çayır · DergiPark (Istanbul University)
Some Research Notes on Lifts of the Hsu – (4,2) Structure on Cotangent and Tangent Bundle
2021 · HAŞİM ÇAYIR, AHMET BAHADIR, et al. · Journal of Science and Arts
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The transformation of the involute curves using by lifts on $R^{3}$ to tangent space $TR^{3}$
2021 · Haşim Çayir · Advanced Studies Euro-Tbilisi Mathematical Journal
SOME NOTES ON THE MODIFIED RIEMANNIAN EXTENSION g ̃_(∇,c) ON COTANGENT BUNDLE
2020 · HASIM CAYIR · Journal of Science and Arts
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On the Integrability Conditions and Operators of the F((K + 1),(K − 1))− Structure Satisfying F K+1 + F K−1 = 0, (F 6= 0, K 1 2) on Cotangent Bundle and Tangent Bundle
2020 · Lovejoy Das, Haşim Çayır · International Electronic Journal of Geometry
Operators on Metallic Riemannian Structures
2020 · Haşim Çayır
Euler-lagrangian Dynamical Systems With Respect to Horizontal and Vertical Lifts on Tangent Bundle
2019 · Haşim Çayır · Sigma Journal of Engineering and Natural Sciences – Sigma Mühendislik ve Fen Bilimleri Dergisi
Works count: 40
Citation count: 40
H-index: 3
I10-index: 3
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