Research Journal of Applied Sciences
ISSN: Online 1993-6079ISSN: Print 1815-932x
Abstract
Spacetime geometric algebra is a unified mathematical language for physics. The geometric representation of spacetime and the use of four-vectors are vital to the successful findings of three-dimensional, four-dimensional non-Euclidean geometry in Lorentz and Galilean transformations. Thus, the usual opinion that there is a sole set of events presents now in a three-dimensional or four-dimensional spacetime cannot be continual. The geometric representations discussed in this study include the following: Minkowski’s path to spacetime Galilean transformation as a geometrical representation of motion Lorentz transformation as a geometrical representation of inertial frames and worldline of a particle. The expansion of the special relativity theory using four-vectors space-time four-vectors.
How to cite this article:
JP.C. Mbagwu, B.I. Madububa, Z.L. Abubakar, C.C. Edebeatu and J.O. Ozuomba. Space Time Physics with Geometry and the use of Four-Vectors: A Review.
DOI: https://doi.org/10.36478/rjasci.2021.212.223
URL: https://www.makhillpublications.co/view-article/1815-932x/rjasci.2021.212.223