This is an outdated version published on 26-11-2023. Read the most recent version.

Rational Points on Fermat’s Surfaces in Minkowski’s(N+1) - Dimensional Spaces and Extended Fermat’s Last Theorem: Mathematical Framework and Computational Results

Authors

  • Ramon Carbó-Dorca

DOI:

https://doi.org/10.37745/bjmas.2022.0353

Abstract

The Fermat last theorem, defined in (2+1)-dimensional Minkowski spaces, is discussed and extended in natural and rational Mikowski’s spaces. Several pieces of computational interest are given, with many practical examples. A definition of Fermat vector order, Fermat surfaces, and Fermat surface radius is given. Several conjectures are discussed, among them the existence of a Fermat theorem in (3+1)-dimensional Minkowski spaces.

Downloads

Download data is not yet available.

Downloads

Published

26-11-2023

Versions

How to Cite

Carbó-Dorca, R. (2023). Rational Points on Fermat’s Surfaces in Minkowski’s(N+1) - Dimensional Spaces and Extended Fermat’s Last Theorem: Mathematical Framework and Computational Results. British Journal of Multidisciplinary and Advanced Studies, 4(6), 1–22. https://doi.org/10.37745/bjmas.2022.0353

Issue

Section

Mathematics, Statistics, Quantitative and Operations Research