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- W959891807 abstract "In this paper the concept of weak-integrity is introduced as a new measure of the stability of a graph G and it is defined as Iw(G) = min S⊂V (G) {|S| +me(G− S)}, where me(G− S) denotes the number of edges of a largest component of G-S. We investigate the weak-integrity of trees and compute the weak-integrity of a binomial tree and all the trees with at most 7 vertices. We also give some results about the weak-integrity of graphs obtained from binary operations." @default.
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- W959891807 date "2003-03-01" @default.
- W959891807 modified "2023-09-27" @default.
- W959891807 title "On the Weak-Integrity of Trees" @default.
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