Get started
Author

Fatma Almaz

Observed names: ALMAZ, FATMA, Almaz, Fatma, F. Almaz, FATMA ALMAZ, Fatma ALMAZ, Fatma  Almaz
Institution: Batman University
ORCID: 0000-0002-1060-7813
Observed ORCID: 0000-0002-1060-7813
OpenAlex ID: A5072272312
The notes on rotational surfaces in Galilean space
2020 · Fatma Almaz, Mi̇hri̇ban Alyamaç Külahcı · International Journal of Geometric Methods in Modern Physics · 12
A Survey on Tube Surfaces in Galilean 3-Space
2021 · Fatma ALMAZ, Mihriban KÜLAHCİ · Journal of Polytechnic · 7
PDF
Some characterizations of osculating curves in the lightlike cone
2016 · Mihriban Kulahci, Fatma Almaz · Boletim da Sociedade Paranaense de Matemática · 7
PDF
Involute-evolute d-curves in Minkowski 3-space E 3 1
2020 · Fatma Almaz, Mihriban Alyamaç Kulahci · Boletim da Sociedade Paranaense de Matemática · 4
A survey on magnetic curves in 2-dimensional lightlike cone
2019 · Fatma ALMAZ, Mihriban ALYAMAÇ KÜLAHCI · Malaya Journal of Matematik · 4
On x-magnetic Surfaces Generated by Trajectory of x-magnetic Curves in Null Cone
2018 · Fatma ALMAZ, Mihriban ALYAMAC¸ K¨ULAHCI · General Letters in Mathematics · 4
PDF
The Research on Rotational Surfaces in pseudo Euclidean 4-space with index 2
2021 · Almaz, Fatma, Külahcı, Mihriban Alyamaç · Acta Mathematica Universitatis Comenianae · 2
PDF
A Different Interpretation on Magnetic Surfaces Generated by Special Magnetic Curve in Q2 ⊂ E 3 1
2020 · Fatma ALMAZ, Mihriban KULAHCİ · Adıyaman üniversitesi fen bilimleri dergisi · 2
PDF
A Note on Special Smarandache Curves in the Null Cone Q
2018 · F. Almaz, M.A. Kulahci · Acta Universitatis Apulensis · 2
PDF
A geometric perspective on the inextensible flows and energy of curves in 4-dimensional pseudo-Galilean space
2026 · Fatma ALMAZ, Handan Öztekı̇n · AIMS Mathematics · 1
PDF
A review on the Vn-slant helices in lightlike cone Qn+1 En+2
2025 · Almaz, Fatma, Oztekin, Handan · arXiv (Cornell University) · 1
PDF
The Clairaut's theorem on rotational surfaces in pseudo-Euclidean 4-space with index 2
2025 · Fatma  Almaz, Mihriban A. Külahci · Commentationes Mathematicae Universitatis Carolinae · 1
PDF
The Notes on Energy and Electromagnetic Field Vectors in the Null Cone Q2
2022 · FATMA ALMAZ, MİHRİBAN ALYAMAÇ KÜLAHCI, et al. · Journal of Science and Arts · 1
A mathematical interpretation on special tube surfaces in Galilean 3-space
2022 · Fatma ALMAZ, Mihriban ALYAMAC KULAHCİ · Hacettepe Journal of Mathematics and Statistics · 1
PDF
The Helix and Slant Helices Generated by non-Degenerate Curves in M3(δ0)⊂E24
2021 · Fatma Almaz, Mihriban Külahcı · Turkish Journal of Science and Technology · 1
Some Characterizations on the Special Tubular Surfaces in Galilean Space
2020 · Fatma Almaz, Mihriban Külahcı · Prespacetime journal · 1
PDF
On Helices and Slant Helices in the Lightlike Cone
2018 · Mihriban Külahcı, Fatma Almaz, et al. · DSpace - FIRAT (Fırat University) · 1
Third-order relativistic kinematics and Siacci shock decompositions via localised Darboux frames
2026 · Almaz, Fatma, Yavuz, Çiğdem · arXiv (Cornell University)
PDF
Lagrangian Hamiltonian Modeling and Orbital Stability Analysis of Constrained Particle Dynamics on Rotational Surfaces in the Pseudo-Euclidean Space E24
2026 · Fatma Almaz · Mathematics
Notes on the geometry of electromagnetic fields and Maxwell’s equations along a nonnull curves in nonflat-3D space forms Mq3(c)
2026 · FATMA ALMAZ, CUMALİ EKİCİ · TURKISH JOURNAL OF MATHEMATICS
A generalisation of g-rectifying and g-normal curves in Lorentzian n-space
2026 · Almaz, Fatma, Diken, Hazel · arXiv (Cornell University)
PDF
Smarandache curves and their properties on null curves in lightlike cone space $\mathbb{Q}_{2}^{3}$
2025 · Almaz, Fatma, Tekyoldaş, Bilal · arXiv (Cornell University)
PDF
Advanced Studies in Differential Geometry, Functional Analysis and Algebraic Systems
2025 · NUMAN YALÇIN, FATMA ALMAZ, et al. · Bidge Yayınları eBooks
Canal Surfaces in Anti-de Sitter 4-space: a Differential Geometric Approach
2025 · FATMA ALMAZ · Bidge Yayınları eBooks
The investigation of some special curves in the pseudo-Galilean 4-space $G_{1}^{4} $
2025 · Almaz, Fatma, Oztekin, Handan · arXiv (Cornell University)
PDF
Works count: 45
Citation count: 52
H-index: 4
I10-index: 1
Year
Topic
Type