[PDF] Top 20 Complex Composition Cordial Labeling Of Path and Star Graphs

... a Cordial labeling if the number of vertices labeled 0 and the number of vertices labeled 1 differ by atmost 1 and also the number of edges labeled 0 and the number of edges labeled 1 differ by atmost ... See full document

... – Cordial Labeling (LCL) was introduced in ...standard graphs. Prime cordial, Cube difference and Square difference labeling of H- related graphs has been studied in ...of ... See full document

... Prime Cordial Labeling of graphs, Gee- Choon Lau, Hong- Heng Chu, Nurulzulaiha Suhadak, Fong-Yeng Foo, Ho-kuen Ng[4] was introduced the SD-prime cordial graph and studied certain graphs ... See full document

... snake, star of cycle, degree splitting graph of bistar, vertex switching of cycle, pendent vertex switching of path, helm, closed helm, middle graph of path and total graph of path are face ... See full document

... cordial labeling behaviour of path, cycle, star, bistar, some complete graphs, comb, double comb, triangular snake, double triangular snake, ladder, friendship graph, flower graph, gear ... See full document

... remainder cordial labeling is called a remainder cordial ...remainder cordial behavior of path, cycle, star, bistar, crown, comb, wheel, complete bipartite K 2,n ... See full document

... intersection cordial la- beling of a graph G with vertex set V is an injection f from V to the power set of { 1, 2, ...intersection cordial labeling, then it is called intersection cordial ... See full document

... of cordial labeling of ...k-difference cordial graph was introduced in [4] ...prime cordial graph ...difference cordial labeling of ...differnce cordial graphs and ... See full document

... All graphs considered here are finite, simple and ...graph labeling can be attributed to Rosa [3]. A path related relaxed cordial graphs were introduced by ...divisor cordial ... See full document

... of cordial labeling of ...remainder labeling of graphs and investigated the remainder cordial labeling behavior of several graphs like path, cycle, complete graph, ... See full document

... Prime labeling and vertex prime labeling are introduced in [16] and ...prime labeling was originated by Ramasubramanian and Kala [15] have proved that paths P n , star K 1,n , bistar, comb, ... See full document

... Cordial labeling of path related splitted graphs , Indian Journal of Applied Research ISSN 2249. –555X,Vol.4, Issue 3, Mar.[r] ... See full document

... prime cordial labeling was introduced by Sundaram [5] et ...cordial labeling. Vaidya and Vihol [6] have also discussed prime cordial labeling in the context of graph operations ... See full document

... graph labeling, we refer to Gallian ...of cordial labeling of graph. The concept of product cordial labeling of a graph was introduced by Sundaram ...product cordial ... See full document

... and edges with label i, i ∈{0, 1} respectively. A graph G is said to be sum cordial graph if it has a sum cordial labeling. The idea of a graph associated to zero-divisors of a commutative ring was ... See full document

... A divisor cordial labeling of graph G with vertex set V is bijection from V to {1,2,……..V(G)} such that if each edge uv is assigned the label 1 if f(u)/ f(v) or f(v)/f(u) and 0 otherwise, then the number of ... See full document

... a cordial labeling if the number of vertices labeled 0 and the the number of vertices labeled 1 differ by atmost 1 and also the number of edges labeled 0 and the the number of edges labeled 1 differ by ... See full document

... graph labeling was introduced by Rosa [2] in 1967. Graph labeling is an assignment of integers to the vertices or edges or both subject to certain ...graph labeling, various labeling of ... See full document

... Definition 1.3: Let f be a function from V(G) to { 0,1,2….k-1} where k is an integer, 2 ≤ k ≤ |𝑉𝑉(𝐺𝐺)| . For each edge uv, assign the label f(u)f(v) (mod k). Then f is called a k-Total product cordial ... See full document

... Fuzzy is a newly emerging mathematical frame work to exemplify the phenomenon of uncertainty in real life tribulations. It was introduced by Zadeh in 1965, and the concepts were pioneered by various independent ... See full document