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What is Achromatic Numbers in Tensor Product Graphs about?

The document discusses achromatic number and coloring of graphs formed by tensor products of simple graphs. 1. It defines achromatic coloring as a proper vertex coloring where each pair of color classes is adjacent by at least one edge. The maximum number of colors in an achromatic coloring is the achromatic number. 2. It proves that the achromatic number of the central graph of a tadpole graph is equal to the number of vertices and edges of the tadpole graph. 3. It shows that the tensor product of a

Author

BALASUBRAMANI M

Language

EN