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- W92133729 abstract "This paper studies the Laplacian spectral characterization of some graph products. We consider a class of connected graphs: $mathscr{G}={G : |EG|leq|VG|+1}$, and characterize all graphs $Ginmathscr{G}$ such that the products $Gtimes K_m$ are $L$-DS graphs. The main result of this paper states that, if $Ginmathscr{G}$, except for $C_{6}$ and $Theta_{3,2,5}$, is $L$-DS graph, so is the product $Gtimes K_{m}$. In addition, the $L$-cospectral graphs with $C_{6}times K_{m}$ and $Theta_{3,2,5}times K_{m}$ have been found." @default.
- W92133729 created "2016-06-24" @default.
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- W92133729 date "2010-07-15" @default.
- W92133729 modified "2023-09-24" @default.
- W92133729 title "Laplacian spectral characterization of products of complete graphs with trees, unicyclic graphs, and bicyclic graphs" @default.
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