On Multiverses (or Parallel Universes) of Matrix Triple Solutions of the Diophantine Equation X3 + Y 6 = Z

Authors

  • Dr. Joachim Moussounda Mouanda

Keywords:

small-sized sprayer, sprayer, spray angle, field boom, transverse vibrations, spray uniformity, nomogram., Regeneration rainforest, Environmental services, Species richness, Biodiversity, and Tropical rainforest., X-ray diffraction, Discrete Wavelet Transform, GhostNetV2, BNN, FNN, KOA., Diophantine Equations, Matrices of integers

Abstract

We show that the Diophantine equation X 3 + Y 6 = Z 6 (0.1) admits matrix triple solutions from M3(N) and M6k(N), k ? N. We construct infinite universes made of these solutions. We introduce different construction structures sets of matrix solutions associated to the Diophantine equation (0.1). These construction structures sets of matrix solutions allow us to show that there exists an infinite number of multiverses (parallel universes) of the matrix solutions of the Diophantine equation (0.1) containing each a finite number of universes of matrix triples.

References

On Multiverses (or Parallel Universes) of Matrix Triple Solutions of the Diophantine Equation X3 + Y 6 = Z

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Published

2024-07-15

Issue

Vol. 24 No. 9 (2024): LJRS Volume 24 Issue 9

Section

Articles

License

Copyright (c) 2024 Authors and Global Journals Private Limited

Creative Commons License

This work is licensed under a Creative Commons Attribution 4.0 International License.

How to Cite

On Multiverses (or Parallel Universes) of Matrix Triple Solutions of the Diophantine Equation X3 + Y 6 = Z. (2024). London Journal of Research In Science: Natural and Formal, 24(9), 75-85. https://journalspress.uk/index.php/LJRS/article/view/1559