Energetic subsets and permeable values applied to Sheffer stroke BE-algebras

초록

We deal with energetic subsets and permeable values in BEalgebras. We introduce the notions of S-energetic subsets, F energetic subsets, lower (resp., upper) permeable S-values, and lower (resp., upper) permeable F-values and find examples to explain them. We create S-energy subsets (resp., F-energy subsets) using BE-algebra (resp., BE-filter), and vice versa. We find conditions for a lower (resp., upper) level set to be an S-energetic subset or an F-energetic subset. We establish a relationship between a lower (resp., upper) permeable S-value and a lower (resp., upper) permeable F-value. We look at conditions for ∈ [0, 1] to be a lower (resp., upper) permeable S-value or a lower (resp., upper) permeable F-value. © 2026, University of Hatef. All rights reserved.

키워드