The product of split and annihilator dominance of fuzzy graphs

The theory of Split and Annihilator Domination of Fuzzy Graph Products with significant results is the subject of this article. Strong fuzzy graph products and Kronecker fuzzy graph products can be used to create a fuzzy graph from two provided fuzzy graphs. This research examines a few findings on...

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Main Authors: Aparna, P., Rao, K. V. Suryanarayana, Reddy, E. Keshava
Format: Conference Proceeding
Language:English
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Fuzzy sets
Graphs
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Rao, K. V. Suryanarayana
Reddy, E. Keshava
description The theory of Split and Annihilator Domination of Fuzzy Graph Products with significant results is the subject of this article. Strong fuzzy graph products and Kronecker fuzzy graph products can be used to create a fuzzy graph from two provided fuzzy graphs. This research examines a few findings on split and annihilator dominating sets of fuzzy graph products, as well as the relationship between γs (G,H), γa (G,H), β(G, H) and other known products of G and H parameters. Determine the degree at each vertex in the newly constructed fuzzy graphs.
doi_str_mv 10.1063/5.0159473
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subjects Fuzzy sets
Graphs
title The product of split and annihilator dominance of fuzzy graphs
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