Add to ORKGA set D ⊂ V of a given fuzzy graph ܩ(ܸ,ߩ, ߤ) is a dominating set if for every ݑ ∈ ܸ − ܦ there exists ݒ ∈ ܦ such that (ݑ, ݒ) is a strong arc and ߩ(ݑ) ≤ ߩ(ݒ) and if the number of vertices of D is minimum then it is called a minimum dominating set of G. Domination number of G is the sum of membership values of vertices of a minimum dominating set ܦ and it is denoted by ߛ(ܦ). In this paper we study domination in fuzzy graphs. Also we formulate an algorithm to find dominating set for a given fuzzy graph
The aim of this 9th expository article is to conclude a study on domination in two fuzzy models, inc...
Consider a simple connected fuzzy graph (FG) G and consider an ordered fuzzy subset H = {(u1, σ(u1))...
Abstract. In this paper strong adjacency matrix of a fuzzy graph is discussed. Some properties of th...
In this paper, the concept of strong domination number is introduced by using membership values of s...
We do fuzzification the concept of domination in crisp graph by using membership values of nodes, α-...
We do fuzzification the concept of domination in crisp graph by using membership values of nodes, α-...
AbstractIn this paper, the concept of strong domination number is introduced by using membership val...
Let G be a fuzzy graph. Then D Ôèå V is said to be a strong (weak) fuzzy dominating set of G if ever...
Abstract. Given two fuzzy graphs ()1 1 1,G σ µ = and ()2 2 2,G σ µ = we consider some parameters of ...
The aim of this expository article is to present recent developments in the centuries-old discussion...
Abstract. In this paper we introduce the concept of strong total domination in fuzzy graphs. We dete...
Abstract. In this paper, we introduce the concept of strong and weak domination in fuzzy graphs, and...
We introduce a new variation on the domination theme which we call vertex domination as reducing was...
For the first time, We do fuzzification the concept of domination in crisp graph on a generalization...
A new domination parameter in a fuzzy digraph is proposed to espouse a contribution in the domain of...
The aim of this 9th expository article is to conclude a study on domination in two fuzzy models, inc...
Consider a simple connected fuzzy graph (FG) G and consider an ordered fuzzy subset H = {(u1, σ(u1))...
Abstract. In this paper strong adjacency matrix of a fuzzy graph is discussed. Some properties of th...
In this paper, the concept of strong domination number is introduced by using membership values of s...
We do fuzzification the concept of domination in crisp graph by using membership values of nodes, α-...
We do fuzzification the concept of domination in crisp graph by using membership values of nodes, α-...
AbstractIn this paper, the concept of strong domination number is introduced by using membership val...
Let G be a fuzzy graph. Then D Ôèå V is said to be a strong (weak) fuzzy dominating set of G if ever...
Abstract. Given two fuzzy graphs ()1 1 1,G σ µ = and ()2 2 2,G σ µ = we consider some parameters of ...
The aim of this expository article is to present recent developments in the centuries-old discussion...
Abstract. In this paper we introduce the concept of strong total domination in fuzzy graphs. We dete...
Abstract. In this paper, we introduce the concept of strong and weak domination in fuzzy graphs, and...
We introduce a new variation on the domination theme which we call vertex domination as reducing was...
For the first time, We do fuzzification the concept of domination in crisp graph on a generalization...
A new domination parameter in a fuzzy digraph is proposed to espouse a contribution in the domain of...
The aim of this 9th expository article is to conclude a study on domination in two fuzzy models, inc...
Consider a simple connected fuzzy graph (FG) G and consider an ordered fuzzy subset H = {(u1, σ(u1))...
Abstract. In this paper strong adjacency matrix of a fuzzy graph is discussed. Some properties of th...