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High Order Random Walks: Beyond Spectral Gap
Tali Kaufman
, Izhar Oppenheim
Department of Computer Science
Ben-Gurion University of the Negev
Research output
:
Contribution to journal
›
Article
›
peer-review
40
Scopus citations
Overview
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Dive into the research topics of 'High Order Random Walks: Beyond Spectral Gap'. Together they form a unique fingerprint.
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Keyphrases
High-order
100%
Random Walk
100%
Spectral Gap
100%
Local Spectral
100%
Expander
71%
Cochains
57%
Decomposition Theorem
42%
Optimal Mixing
42%
Error Term
28%
Spectral Expansion
28%
Local Spectral Gap
28%
Ramanujan Complexes
14%
Simplicial Complex
14%
Expander Graphs
14%
High Dimensional Expanders
14%
N-dimensional
14%
Eigenspace
14%
Coboundary
14%
Fast Mixing
14%
Orthogonal Decomposition
14%
Negative Eigenvalues
14%
Mathematics
Random Walk
100%
Expander
85%
Cochain
57%
Decomposition Theorem
42%
Error Term
28%
Approximates
14%
Expander Graphs
14%
simplicial complex σ
14%
Coboundary
14%
Negative Eigenvalue
14%
Orthogonal Part
14%
Eigenspace
14%