[PDF] Top 20 EDGE DOMINATION IN BOOLEAN FUNCTION GRAPH B(G, L(G), NINC) OF A GRAPH
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EDGE DOMINATION IN BOOLEAN FUNCTION GRAPH B(G, L(G), NINC) OF A GRAPH
... an edge dominating set of G if every edge not in F is adjacent to some edge in ...The edge domination number (G) of G is the minimum cardinality taken over all ... See full document
5
Total Roman Domination in an Interval Graph with Alternate Cliques of Size 3
... interval graph has adjacent cliques of size 3, k = 1, 2, 3…… and when then the interval graph has adjacent cliques of size 3 and the last clique has two adjacent edges and when then the interval ... See full document
7
Near-linear time, Leakage-resilient Key Evolution Schemes from Expander Graphs
... a graph G and a hash function H, they design a boolean function whose computational complexity subject to a space constraint (in the RO model) is given by number of moves needed to ... See full document
19
Edge Domination in the Shadow Distance Graph of Some Star Related Graphs
... minimal edge dominating set since for any edge e i ∈ F , F − { } e i is not an edge dominating set for N ( e i ) in G .... G Further, ∆ ' ( G ) = 2 n which implies that an ... See full document
8
The Upper Total Edge Domination Number of a Graph
... The bounds in Theorem 2.5 are sharp. For any graph = , = 2, ( ) = 2and ( ) = 2. Therefore 2 = ( ) = ( ) = . Also, all the inequalities in Theorem 2.5 are strict. For the graph given in Figure 1, ( ) = 3, ( ... See full document
6
Edge domination in fuzzy graphs using strong arcs
... Let G(𝜎, 𝜇) be a fuzzy graph and u, v be two nodes of G(𝜎, ...of G (𝜎, 𝜇) if for every 𝑣 ∈ 𝑉 − 𝐷, there exists 𝑢 ∈ 𝐷 such that u dominates ...strong domination number, denoted by 𝛾(𝐺) ... See full document
10
On Edge Regular Fuzzy Soft Graphs
... . There are many theories like theory of probability, theory of fuzzy sets, theory of intuitionistic fuzzy sets, theory of rough sets, etc. which can be considered as mathematical tools to deal with uncertainties. But ... See full document
11
Domination of Graph of Mobius Function
... The Domination theory is an important branch of Graph theory that has wide range of applications to various branches of Science and ...the graph G (V, E) is said to be a Dominating set if ... See full document
6
Domination defect in graphs: Guarding with fewer guards
... Let G be a graph with vertex set V = V (G) and edge set E = ...of G as |V | or |V (G)| depending on the ...of G, respectively. For any S ⊆ V , we denote the subgraph of ... See full document
16
Further results on odd mean labeling of some subdivision graphs
... Let G(V, E) be a graph with p vertices and q edges. A graph G is said to have an odd mean labeling if there exists a function f : V (G) → {0, 1, 2, ... See full document
18
Some Results on Domination Parameters in Graphs: A Special Reference to 2-Rainbow Edge Domination
... Let G = (V,E) be a graph, and let g be a function that assigns to each edge a set of colors chosen from the power set of {1,2} that is, g:E(G)→ ...each edge E(G) ... See full document
10
Bounds for Domination Parameters in Cayley Graphs on Dihedral Group
... the graph G = (V, E), where V(G) = Γ and E(G)={(x, xa) x V(G), a Ω} and it is denoted by G = Cay(Γ, ...Let G= (V, E), be a finite, simple and undirected ...a ... See full document
6
The Split Domination, Inverse Domination and Equitable Domination in the Middle and the Central graphs of the Path and the Cycle graphs
... Swaminathan et al [13] introduced the concept of equitable domination in graph by considering the following real world problems. In a network, nodes with nearly equal capacity may interact with each other ... See full document
6
Graphical Equations on Neighbourhood Chromatic Domination
... Definition 1. [1] A subset 𝐷 of 𝑉 is said to be a neighbourhood chromatic dominating set (nchd-set) if 𝐷 is a dominating set and 𝜒 < 𝑁 𝐷 > = 𝜒(𝐺). The minimum cardinality of a neighbourhood chromatic dominating set ... See full document
9
Isomorphic Properties of Edge Irregular Intuitionistic Fuzzy Graphs
... highly edge irregular and neighbourly edge irregular intuitionistic fuzzy graphs and its ...neighbourly edge irregular, highly edge irregular, isomorphism, weak isomorphism co-weak isomorphism ... See full document
11
On the Hamiltonicity of Product Graph G ? Sm, for a Graph G of Order n, and Star Graph Sm, n = m
... A graph Γ consists of an ordered pair (V (Γ), E(Γ)) where V (Γ) is a non empty set and E(Γ) is either a set of two element subsets of V (Γ) or is ...an edge of Γ then we say that u and v are adjacent to one ... See full document
8
$C_4$-free zero-divisor graphs
... {a, b, c}. We have ra ∈ {0, a, b, c}. If ra = b, then ra 2 = ba = 0 and so (ra) 2 = ...6= b. Similarly ra 6= c. We deduce that Ra = {0, a} and by Lemma 2.2(b), | ann(a) R | = ...a, ... See full document
6
On the Roots of Hosoya Polynomial of a Graph
... some graph polynomials, their roots have attracted considerable attention, both for their own sake, as well for what the nature and location of the roots ...of domination polynomial has considered in some ... See full document
8
A. IfPA , graph G is called compact graph. Compact graph can be seen as
... the graph obtained by attaching n pendant edges to each vertex of a complete graph is compact graph, and the graph obtained by attaching two pendant edges to each vertex of any compact ... See full document
7
Line Graphs and Quasi Total Graphs
... 3.8 Theorem: If G is a graph containing only one edge that is |EG| = 1 then the graph Q2G contains unique triangle.. is a triangle in Q2G containing the edge e..[r] ... See full document
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