On Spectral Radius of Biased Random Walks on Infinite Graphs
classification
🧮 math.PR
keywords
biasedrandomgraphsinfiniteradiusspectralwalksclass
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We consider a class of biased random walks on infinite graphs and present several general results on the spectral radius of biased random walk.
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Cited by 1 Pith paper
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Cone-Additive Functions for Random Walks on Free Products of Graphs
Cone-additive functions are defined for random walks on free products of graphs, enabling limit theorems that unify entropy, asymptotic range, drift, and new results for lamplighter distances and visit ranges.
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