Canal Hypersurfaces Generated by Non-Null Curves with Parallel Frame in Minkowski Space-Time

M Altın, A Kazan, DW Yoon - arXiv preprint arXiv:2408.05236, 2024 - arxiv.org
In the present paper, firstly we obtain the canal hypersurfaces that are formed as the
envelope of a family of pseudo hyperspheres or pseudo hyperbolic hyperspheres whose …

Canal Hypersurfaces according to Generalized Bishop Frames in 4-Space

A Kazan, M Altın - Facta Universitatis, Series: Mathematics …, 2022 - casopisi.junis.ni.ac.rs
In the present paper, we study the canal hypersurfaces according to generalized Bishop
frames of type B (parallel transport frame), type C and type D in Euclidean 4-space and …

[PDF][PDF] A characterization of non-lightlike curves with respect to parallel transport frame in Minkowski space-time

S Büyükkütük, I Kisi, G Öztürk - Malaysian Journal of …, 2018 - mjms.upm.edu.my
In this paper, we characterize non-ligtlike curves (x (s)= m0 (s) T (s)+ m1 (s) M1 (s)+ m2 (s)
M2 (s)+ m3 (s) M3 (s)) in terms of their curvature functions mi (s)(i= 0, 1, 2, 3) with the help of …

Some characterizations of curves in n-dimensional Euclidean space

S Büyükkütük, İ Kişi, G Öztürk… - Journal of the Institute of …, 2020 - dergipark.org.tr
In this work, we deal with a curve whose position vector can be expressed with the help of
Frenet Frame in n dimensional Euclidean space n IE. We classify this type of curve with …

[PDF][PDF] BÖLÜM 4

IEMU SABİT, OBD YÜZEYLER - Fen Bilimleri & Matematikte, 2023 - researchgate.net
Sabit oranlı yüzeyler ve sabit oranlı eğriler geçtiğimiz yirmi yıl içinde geometri alanında
önemli sınıflandırmalar içinde yer almıştır [8, 9, 10]. Bu kavram ilk olarak Bang Yen Chen …

[PDF][PDF] A NEW CHARACTERIZATION OF CURVES IN MINKOWSKI 4-SPACE E4

I Kisi, G Oztürk, K Arslan - MATHEMATICS AND …, 2020 - casopisi.junis.ni.ac.rs
In this study, we attend to the curves whose position vectors are written as a linear
combination of their Serret-Frenet vectors in Minkowski 4-space E4 1. We characterize such …

[PDF][PDF] A NEW CHARACTERIZATION OF CURVES IN MINKOWSKI 4-SPACE E_1^ 4

I Kişi, G Öztürk, K Arslan - Facta Universitatis, Series …, 2020 - casopisi.junis.ni.ac.rs
A NEW CHARACTERIZATION OF CURVES IN MINKOWSKI 4-SPACE E4 Ilim Kisi, Günay
Oztürk, and Kadri Arslan 1. Introduction The term Page 1 FACTA UNIVERSITATIS (NIŠ) Ser …