java.lang.IllegalArgumentException: no such vertex in graph #468 Closed karanthpallavi opened on Jan 4, 2018 ...

The Smarandachely adjacent-vertex total chromatic number of graph G is the smallest positive integer k for which G has a proper total k-coloring such that for any pair of adjacent vertices u, v, the ...

The public class Graph contains constructor methods, a depth-first-search algorithm method, a method for generating topological order, a method for adding edges to the graph, a method for building an ...

In this paper, we discuss some graphs whose incidence-adjacent vertex distinguishing total chromatic number is just ¿, ¿ + 1, ¿ + 2, and present a conjecture that the incidence-adjacent vertex ...

Concurrently, research on total perfect codes in Cayley graphs has elucidated how conjugation-closed subsets of groups can yield comprehensive vertex coverings, thus ensuring that every vertex is ...

Zhou, X.H. (2009) Adjacent Vertex Distinguishing Incidence Chromatic Number of Crown Graph Gn,m. Journal of Shandong University of Technology (Natural Science Edition), 23, 40-43.