Pages that link to "Item:Q2033904"

The following pages link to A Harary-Sachs theorem for hypergraphs (Q2033904):

Displaying 19 items.

• A broken-circuits-theorem for hypergraphs (Q1345852) (← links)
• Rectifying a misbelief: Frank Harary's role in the discovery of the coefficient-theorem in chemical graph theory (Q1817017) (← links)
• Applications of the Harary-Sachs theorem for hypergraphs (Q2151579) (← links)
• A reduction formula for the characteristic polynomial of hypergraph with pendant edges (Q2228496) (← links)
• The trace and Estrada index of uniform hypergraphs with cut vertices (Q2680593) (← links)
• A hypergraph version of the Gallai-Edmonds Theorem (Q3439610) (← links)
• Hall's theorem for hypergraphs (Q4518333) (← links)
• A Multipartite Version of the Hajnal–Szemerédi Theorem for Graphs and Hypergraphs (Q4903264) (← links)
• Spectral moments of hypertrees and their applications (Q5888835) (← links)
• On a generalization of the spectral Mantel's theorem (Q6053965) (← links)
• Estrada index and subgraph centrality of hypergraphs via tensors (Q6069156) (← links)
• The characteristic polynomials of uniform double hyperstars and uniform hypertriangles (Q6083981) (← links)
• The high order spectrum of a graph and its applications in graph colouring and clique counting (Q6133767) (← links)
• Comparing the principal eigenvector of a hypergraph and its shadows (Q6161128) (← links)
• Algebraic and geometric multiplicities for some hypergraphs (Q6184550) (← links)
• On a relationship between the characteristic and matching polynomials of a uniform hypertree (Q6204332) (← links)
• The zero eigenvalue of the Laplacian tensor of a uniform hypergraph (Q6546562) (← links)
• Spectra of power hypergraphs and signed graphs via parity-closed walks (Q6565998) (← links)
• The trace of uniform hypergraphs with application to Estrada index (Q6637071) (← links)