Weak saturation numbers of and
Weak saturation numbers of and
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A graph is weakly -saturated if contains no copy of , and there is an ordering of all edges of so that if they are White Goods Parts added one at a time, they form a complete graph and each edge added creates a new copy of.The minimum size of a weakly -saturated graph of order is weak saturation number, denoted by.Let denote the complete graph with vertices, denote the complete bipartite graph Apple Pectin with partite sizes of and , and denote the complement of.In this paper, we determine and whose significance can be seen in the introduction.
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