SOME PROPERTIES OF HYPERGRAPH COLORING COMPLEXES

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Saki Amir; KIANI DARIUSH

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Seminar Paper

Paper Information

Seminar: IRANIAN ALGEBRA SEMINAR
Year:2016 | Issue:25

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Information Seminar Paper

Title

SOME PROPERTIES OF HYPERGRAPH COLORING COMPLEXES

Author(s)

Saki Amir | KIANI DARIUSH | Issue Writer Certificate

Keywords

COLORING COMPLEX

HYPERGRAPH

SIMPLICIAL COMPLEX

SHELLABILITY

Abstract

LET H= (V, E) BE A HYPERGRAPH, AND FOR A Í V, [A] BE THE INDUCED HYPERGRAPH BY A IN H. IN THIS PAPER, WE SHOW THAT IF THE COLORING COMPLEX OFH IS SHELLABLE, THEN THE COLORING COMPLEX OF [A] IS SHELLABLE, AND HENCE IT IS HOMOTOPY EQUIVALENT TO A WEDGE OF SPHERES, FOR EVERY A Í V.

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APA: Copy

Saki, Amir, & KIANI, DARIUSH. (). . . SID. https://sid.ir/paper/938732/en

Vancouver: Copy

Saki Amir, KIANI DARIUSH. . . Available from: https://sid.ir/paper/938732/en

IEEE: Copy