ON THE GALOIS THEORY OF DIFFERENTIAL EQUATIONS

Authors

  • BABAYO M. A Department of Mathematics and Computer Science, Faculty of Science, Federal University of Kashere, P. M. B. 0182, Nigeria.
  • MUHAMMAD A. B Department of Mathematics, Faculty of Science, Gombe State University, Gombe, Nigeria.

Keywords:

Action and Reaction, Regular m-Gon, Solvable Quartics.

Abstract

The regular n-gon ???????? = 1 may also contain another m-gon ???????? = 1 inscribed in it. Since both
???????? = 1 and ???????? = 1 can imply and ????????+???? = 1 . Then ????????????
???????????? − 1 = 0 and ????????????
???????????? − 1 = 0 as lengths of
the arcs ???????? = 1 and ???????? = 1 respectively, can imply ????????????
???????????? − 1 ????????????
???????????? − 1 = 0 . That is, ???? =
????????+????????
????????????+???? −
????????????
???????????? −
????????????
???????????? + 1 = 0. This article shows the generalized concept of this idea by applying /
introducing the Semigroup (Galois) theory.

Downloads

Published

2021-12-13

How to Cite

BABAYO M. A, & MUHAMMAD A. B. (2021). ON THE GALOIS THEORY OF DIFFERENTIAL EQUATIONS. BIMA JOURNAL OF SCIENCE AND TECHNOLOGY GOMBE, 5(02), 163-167. Retrieved from https://journal-academia.com/Ojs/index.php/bimajst/article/view/303

Issue

Vol. 5 No. 02 (2021): Vol. 5 No: 2 December 2021

Section

Articles