Hagia Sophia Journal of Geometry

Hagia Sophia Journal of Geometry (HSJG) publishes original research and survey papers in fields of geometry and all interdisciplinary areas in Mathematics which use geometric methods and investigate geometrical structures. HSJG covers the following main areas: differential geometry, manifolds, Lie groups, geometric algebra, finite geometries, combinatorial geometry, kinematic geometry, Euclidean geometry, non-Euclidean geometries, matrix theory, quantum groups , Hopf algebra and Clifford algebra.

Makale	Yazar	Sayfa
On Spacelike $(1,3)$-Bertrand Curves in $E_{2}^{4}$	Tuba AĞIRMAN AYDIN, Hüseyin KOCAYİĞİT	1–11
Structure Functions of Cone Curves in $\mathbb{E}_2^3$ and $\mathbb{E}_2^4$	Na HU, Tingting ZHANG	12–23
On $f-$biharmonic Curves in the Three-dimensional Lorentzian Sasakian Manifolds	Murat ALTUNBAŞ	24–30
Harmonic Sections of Tangent Bundles with Horizontal Sasaki Gradient Metric	Abderrahım ZAGANE	31–40

Makale

Yazar

Sayfa

On Spacelike $(1,3)$-Bertrand Curves in $E_{2}^{4}$

Tuba AĞIRMAN AYDIN, Hüseyin KOCAYİĞİT

1–11

Structure Functions of Cone Curves in $\mathbb{E}_2^3$ and $\mathbb{E}_2^4$

Na HU, Tingting ZHANG

12–23

On $f-$biharmonic Curves in the Three-dimensional Lorentzian Sasakian Manifolds

Murat ALTUNBAŞ

24–30

Harmonic Sections of Tangent Bundles with Horizontal Sasaki Gradient Metric

Abderrahım ZAGANE

31–40

2021 · Cilt: 3 - Sayı: 2