The concept of connectivity plays an important role in both theory and applications of fuzzy
graphs. Depending on the strength of an arc, this paper classifies arcs of a fuzzy graph into …

A fuzzy graph (f-graph) is a pair G:(σ, μ) where σ is a fuzzy subset of a set S and μ is a fuzzy
relation on σ. A fuzzy graph H:(τ, υ) is called a partial fuzzy subgraph of G:(σ, μ) if τ (u)≤ σ …

Graphs serve as one of the main tools for the mathematical modeling of various human
problems. Fuzzy graphs have the ability to solve uncertain and ambiguous problems. The …

Fuzzy graph (FG) models take on the presence being ubiquitous in environmental and
fabricated structures by humans, specifically the vibrant processes in physical, biological …

In that paper the fuzzy equality co-neighborhood domination and denoted by $\gamma_
{en}(G) $ for a new definition of domination was described for the fuzzy graph. This new …

The aim of this paper is to study the concepts of the concepts of 2-anti fuzzy dominating (2–
AFD) set and 2-anti fuzzy domination number (2–AF domination number) of an anti-fuzzy …

We will discuss the concept of a split anti-fuzzy dominating set (SAFD) in anti fuzzy graph
(GAF) and investigate the relationship of γ SAF (G AF)(split anti fuzzy domination number) …

he aim of this research is to initiate a new concept of domination in fuzzy graphs which is
called a fuzzy co-even domination number denoted by $\gamma_ {fco}(G). $ We will touch …

In this paper different types of degrees of a node in fuzzy graphs are discussed. The
domination number of [TeX:] $ K_ {\sigma_ {1},\sigma_ {2}} $ as given in the paper …

Set domination in fuzzy graphs is very useful for solving traffic problems during
communication in computer networks and travelling networks. In this article, the concept of …