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Inertia and biclique decompositions of joins of graphs
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由 DA Gregory 著作2003被引用 34 次 — We characterize the inertia of A+B for Hermitian matrices A and B when the rank of B is one. We use this to characterize the inertia of a partial join of ...
Inertia and Biclique Decompositions of Joins of Graphs
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Request PDF | Inertia and Biclique Decompositions of Joins of Graphs | this paper, we present some general results on partial joins and then provide classes ...
Inertia and biclique decompositions of joins of graphs
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We use this to characterize the inertia of a partial join of two graphs. We then provide graph joins G for which the minimum number of complete bipartite graphs ...
Inertia and biclique decompositions of joins of graphs
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The P-energy of a graph G with a vertex partition P is the sum of the absolute values of the eigenvalues of its P-matrix . In this article, we discuss the P- ...
Inertia and biclique decompositions of joins of graphs
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A sharp lower bound on the positive (respectively, negative) inertia index of weighted bicyclic graphs of order n with pendant vertices is obtained and all ...
Inertia and biclique decompositions of joins of graphs | CoLab
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2003年5月1日 — We use this to characterize the inertia of a partial join of two graphs. We then provide graph joins G for which the minimum number of complete ...
Inertia and biclique decompositions of joins of graphs - MaRDI portal
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Using this, the inertia of a partial join of two graphs has been characterized. The authors further provide graph joins \(G\) for which the minimum number of ...
(PDF) Biclique Decompositions and Hermitian Rank
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2024年10月22日 — Gregory et al. [12] studied the inertia indices of a partial join of two graphs and provided certain connections between biclique decompositions ...
David A. Gregory
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2024年10月7日 — Inertia and biclique decompositions of joins of graphs. J. Comb ... Sharp bounds for decompositions of graphs into complete r-partite subgraphs.
arXiv:1311.3049v1 [math.CO] 13 Nov 2013
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由 S Deng 著作2013被引用 2 次 — inertia of a partial join of two graphs and established a few relations between inertia and biclique decompositions of partial joins of graphs.