[PDF] Top 20 Some Classes of Set Graceful Graphs

... of graphs, B.D.Acharya defined Set indexer,set graceful and set sequential graphs in ...with set graceful graph and found some classes of set ... See full document

... definitions, set-graceful, topologically set-graceful and set- sequential graphs have exponential orders or sizes and it is not hard to see that most graphs do not fall ... See full document

... a set N of nonnegative integers, such that every edge uv of G has assigned a weight defined by |f (u) − f (v)| ...called graceful when N = {0, 1, ... See full document

... With the hypothesis, that every potential criminal have a monotonic increasing tendency to act crime [13]. It is remarkable that according to the routine activity theory of everyday life, it is known that the criminal ... See full document

... It is certainly possible for each flow to have its own set of labels through the subnet. However, it is more common for routers to group multiple flows that end at a particular router or LAN and use a single for ... See full document

... A graceful labeling of a graph G of size n is an injective assignment of integers from {0, 1, ...the set of weights is {1, 2, . . . , n}. If a graceful labeling f of a bipartite graph G assigns the ... See full document

... All graphs in this paper are finite, simple and undirected. Let G be a ( p, q ) graph where p refers the number of vertices of G and q refers the number of edge of G. The number of vertices of a graph G is called ... See full document

... All graphs in this paper are finite, simple and undirected ...a set are subject to certain ...edge graceful labeling was first introduced in [2] and the concept of strong edge graceful ... See full document

... to some vertices having labels different from the above ...a set of consecutive ...a set of consecutive ...a graceful labeling f of a graceful tree T, let a and b be the labels of two ... 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

... of graceful labeling for digraphs ...more graphs. Lee et al [8] defined super edge graceful labeling for some undirected ...edge graceful labeling for undirected ...for some ... See full document

... • Let A 2 denote the set of 2 k edges { v 1 u 1 , u 1 v 2 , v 2 u 2 , . . . v k u k , u k v k + 1 } of G. • Let A 3 denote the set of k 2 edges { v 1 u k + 1 , u k + 1 v 2 , v 2 u k + 2 , . . . v k u 2 k , ... See full document

... Now we define the neighborhood prime labeling with Gaussian integers using the definition of the spiral ordering for Gaussian integers. For a vertex vϵV (G), the neighborhood of v is the set of all vertices in G ... See full document

... All graphs in this paper are finite, simple and ...vertex set and edge set of a graph G ...vertex set is called the order of G denoted by ...edge set is called the size of G denoted by ... See full document

... even graceful labeling of a graph G ( V ( G ) , E ( G )) with p = |V(G)| vertices and q = |E(G)| edges is a bijective mapping f of the edge set E(G) into the set {2, 4, 6, · · · , 2q } such that the ... See full document

... a set are subject to certain ...edge graceful labeling was first introduced in [18].Some results on adjacent edge graceful labeling of graphs and some non- adjacent edge ... See full document

... -edge-antimagic graceful labeling of G if the edge-weights w(xy) = |g(x) + g(y) − g(xy)|, xy ∈ E(G), form an arithmetic progression starting from a and having a common difference ...-edge-antimagic graceful ... See full document

... An graceful labeling f of a graph G with q edges is an injective function from the set of vertices of G to the set {0,1,2,…,q} such that when each edge xy is assigned the label |f(x)-f(y)| , the ... See full document

... An graceful labeling f of a graph G with q edges is an injective function from the vertices of G to the set {0,1,2,…,q} such that when each edge xy is assigned the label |f(x)-f(y)| , the resulting edge ... See full document

... years, Some indices have been derived related to eccentricity such as eccentric connec- tivity index, eccentric distance sum, adjacent distance sum, total eccentricity ... See full document