m▪and m▫ - Fold Fantastic LI – Ideals of Lattice Implication Algebras

  • V. Amarendra Babu, T. Anitha, N. Srinivas

Abstract

In this paper we introduce the two notions m▪ - fold and m▫ - fold fantastic LI – ideal of lattice implication algebra L. We prove that m▪ - fold fantastic LI – ideal of L is a LI – ideal of L for all integer vales m and m▫ - fold fantastic LI – ideal of L is a LI – ideal of L if m is an odd inter. Also we derive some properties of m▪ - fold and m▫ - fold fantastic LI – ideal of lattice implication algebra L.

Published
2020-05-27
How to Cite
V. Amarendra Babu, T. Anitha, N. Srinivas. (2020). m▪and m▫ - Fold Fantastic LI – Ideals of Lattice Implication Algebras. International Journal of Control and Automation, 13(4), 606 - 610. Retrieved from https://sersc.org/journals/index.php/IJCA/article/view/18582
Section
Articles