[PDF] Top 20 Odd Graceful Labeling of Some New Type of Graphs

... admits graceful labeling is called a graceful ...admit odd graceful labeling if f: V → {0, 1, 2, ...admits odd graceful labeling is called an odd ... See full document

... and odd gracefulness of a graph are two entirely different ...the odd graceful labeling of the revised friendship graphs F(kC 4 ), F(kC 8 ), F(kC 12 ), ... See full document

... [4]T. Deretsky, S. M. Lee, and J. Mitchem, On vertex prime labelings of graphs, in Graph Theory, Combinatorics and Applications Vol. 1, J. Alavi, G. Chartrand,O. Oellerman, and A. Schwenk, eds., Proceedings 6th ... See full document

... even graceful labeling is a new type of labeling since it was introduced in 2017 by Elsonbaty and Daoud (Ars Combinatoria 130:79–96, ...even graceful labeling for ... See full document

... graph labeling was introduced by Rosa in 1967. A graph labeling is an assignment of integers to the vertices or edges or both subject to certain ...Labeled graphs serve as useful models for broad ... See full document

... of graceful graphs and graceful labeling methods was introduced by ...produces graceful labeling. However the term graceful labeling was not used until Golomb ... See full document

... of odd-graceful graphs lies between the class of interlaced graphs and the class of bipartite graphs by showing that every interlaced graph has an odd-graceful ... See full document

... graph labeling, is a process in which each vertex is assigned a value from the given set of numbers, the labeling of edges depends on the labels of its end ...graph labeling problems, we refer to ... See full document

... The graceful labelings of graphs was first introduced by Rosa in 1961 [1] and ...introduced odd graceful graphs [2]. The concept mean labeling was first introduced and studied by ... See full document

... graph labeling is a process in which each vertex is assigned a value from the given set of numbers, the labeling of edges depends on the labels of its end ...graph labeling problems, we refer to ... See full document

... A new parameter called star square graceful deficiency number of a graph is defined and the star square graceful deficiency number of the cycle 𝐶 3 is determine[r] ... See full document

... Makadia, Graceful labeling for Open Star of graphs, ...Makadia, Graceful Labeling for tensor product ot two path of odd lengths and some grid related graphs, ... See full document

... We have extended the result of Maheo and Thuillier [8] that is -graceful, for every (set of natural numbers) either even or odd. In -graceful labeling of , and hairy cycle , there are missing ... See full document

... The graceful labelings of graphs was first introduced by Rosa in 1961 [1] and super vertex graceful labeling of some standard graphs was discussed in ...sum labeling was ... See full document

... The vertex labels of G can be arranged in the following order. A = {0, m + n + 3 , m + n + 4 }, If m is odd , B = { n + 1,...,(2n + m - 1)/2, (2n + m + 5 )/2,...,m + n + 1}, C = {1,2,…, n }, If m is even, B = { n ... See full document

... of Graceful Graphs in the field of Computer Science, namely, MULTI PROTOCOL LABEL MPLS) related to ...of graceful labeling concept in Computer Networks via ... See full document

... The labeling of type (1, 1, 1) is called face magic (or face anti-magic ...anti-magic labeling is called super, if the smallest possible labels appear on the ...anti-magic labeling of ... See full document

... We can model the best interconnection network by graphs or digraphs according to the path (one way or two ways) between the nodes (vertices).The vertex transitivity is highly desirable for selecting the digraph to ... See full document

... connected graphs have been considered in this ...graph labeling. Different labeling has been proved on various snake graphs including prime ...labeling. Odd prime labeling ... See full document

... prime labeling, called odd prime labeling was introduced by Prajapati and ...called odd prime labeling if for each uv  E , gcd  f u   , f v     1 ...this labeling is ... See full document