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- W330335033 abstract "In this paper we show that a graph G obtained from a complete bipartite graph K m , n and a collection of q (⩽maxs{ m , n s}) stars G i by joining the centre of G 1 to every vertex of K m , n and joining the centre of G i to a vertex (not the centre) of G i +1 ( i =1,2,…, q −1) is strongly harmonious. We also prove that a graph obtained from a collection of t complete bipartite graphs K m i , n i with bipartition ( X i , Y i ) by joining exactly one member in Y i with a member in X i +1 ( i =1,2,…, t −1) is strongly c -elegant. The windmill graph K ( n ) 2,2 of n complete bipartite graphs K 2,2 with a common vertex is also shown to be harmonious for all n ⩾2." @default.
- W330335033 created "2016-06-24" @default.
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- W330335033 date "1991-01-01" @default.
- W330335033 modified "2023-09-29" @default.
- W330335033 title "Some results on λ-valuation of graphs involving complete bipartite graphs" @default.
- W330335033 cites W2065196894 @default.
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- W330335033 doi "https://doi.org/10.1016/0012-365x(91)90072-a" @default.
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