Minimal Spectrum-Sums of Bipartite Graphs with Exactly Two Vertex-Disjoint Cycles (CROSBI ID 151763)
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Wei, Fuyi ; Zhou, Bo ; Trinajstić, Nenad
engleski
Minimal Spectrum-Sums of Bipartite Graphs with Exactly Two Vertex-Disjoint Cycles
The spectrum-sum of a graph is defined as the sum of the absolute values of its eigenvalues. The graphs with minimal spectrum-sums in the class of connected bipartite graphs with exactly two vertex-disjoint cycles, in the class of connected bipartite graphs with exactly two vertex-disjoint cycles whose lengths are congruent with 2 modulo 4, and in the class of connected bipartite graphs with exactly two vertex-disjoint cycles one of which has length congruent with 2 modulo 4, are determined, respectively.
graph spectrum; spectrum-sum; bipartite graphs; alternant structures
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