Paper Contents
Abstract
Non-Euclidean geometry significantly impacted the field of mathematics and had major implications for physics, especially in Einsteins theory of General Relativity. This study delves into the connections between non-Euclidean geometry and General Relativity, emphasizing how this mathematical framework enhanced the understanding of spacetime curvature and gravitational phenomena. Key concepts such as curvature, geodesics, and spacetime structure are discussed, highlighting how non-Euclidean geometry helps explain complex gravitational effects, including black holes and the universe's expansion.
Copyright
Copyright © 2024 Ashish G. Adkane , Priti S. Nandeshwar, Snehadip A. Upadhye. This is an open access article distributed under the Creative Commons Attribution License.
