【摘 要】
：
For a graph G=(V(G),E(G)),an edge labeling function φ:E(G)→ {0,1,...,k-1} where k is an integer,2≤k≤ |E(G)|,induces a vertex labeling function φ* : V(G
【机 构】
：
Department of Mathematics Comsats Inst.of Information Tech.Sahiwal,Pakistan
论文部分内容阅读
For a graph G=(V(G),E(G)),an edge labeling function φ:E(G)→ {0,1,...,k-1} where k is an integer,2≤k≤ |E(G)|,induces a vertex labeling function φ* : V(G)→{0,1,...,k-1} such that φ* is the product of the labels of the edges incident to v(mod k).This function φ is called k-total edge product cordial labeling of G if |(vφ(i)+eφ(i))-vφ(j)+eφ(j))| ≤ 1 for all i,j ∈ {0,1,...,k-1}.
其他文献
The fixed point theory as a part of non-linear analysis,is a study of function equation in metric or non-metric setting.The classical Banach contraction pri
We formulate an age-strutured model for HBV including the vertical transmission and a vaccination strategy and study their impacts on stability of equilibri
We have discussed the nonlinear stability of triangular equilibrium points in generalized photogravitational restricted three body problem.The problem is ge
We propose coincidence and common fixed point results for a quadruple of self-mappings satisfying compatibility and subsequentially continuity(alternately s
The problem of an anisotropic universe in the form of a diagonal Bianchi type V space-time is investigated in scale invariant theory with dark energy.The ma
In 1966 T.Gallai asked whether connected graphs with empty intersection of their longest path do or do not exist.After examples of such graphs were found,th
The concepts of shift invariant spaces and multiresolution analysis are extensively studied in Euclidean spaces.In this article we extend the theory of shif
An iteration process is proved to converge strongly to a solution of the equation Au= 0 where A is a bounded m-accretive operator on Lp spaces,1 < p ≤ 2.Th
Let D be a digraph with skew-adjacency matrix S(D).The skew energy of D is defined as the sum of the norms of all eigenvalues of S(D).Two digraphs are said
The foundations of classical euclidean geometry and trigonometry are widely applied in the all field of science,engineering and technology.Riemann geometry