Motions of Curves in the Pseudo‐Galilean Space
S Cengiz, EB Koc Ozturk… - Mathematical Problems in …, 2015 - Wiley Online Library
We study the flows of curves in the pseudo‐Galilean 3‐space and its equiform geometry
without any constraints. We find that the Frenet equations and intrinsic quantities of the …
without any constraints. We find that the Frenet equations and intrinsic quantities of the …
[PDF][PDF] ON THE GEOMETRY OF NATURAL HAMILTONIANS FOR CURVES IN PSEUDO GALILEAN 3-SPACE
Variational problems, which have their roots in the calculus of variations, form a fundamental
part of mathematical analysis and have widespread applications in physics, engineering …
part of mathematical analysis and have widespread applications in physics, engineering …
[PDF][PDF] Characterizations of Curves According to Elasticity in Finsler Manifold
AO Öğrenmiş - Journal of the Institute of Science and Technology, 2016 - dergipark.org.tr
Physically, inelastic curve flow is qualified by the nonexistence of any strain energy taken
from the motion. We have found out the changing equations for an inelastic curve whose …
from the motion. We have found out the changing equations for an inelastic curve whose …
[引用][C] Finsler Manifoldunda Esnekliğine Göre Eğrilerin Karakterizasyonları
AO ÖĞRENMİŞ - Iğdır Üniversitesi Fen Bilimleri Enstitüsü Dergisi