Establishes variance lower bounds for hitting times of random walks on graphs and disproves a conjecture on local nonconcentration via high-degree constructions.
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2 Pith papers cite this work. Polarity classification is still indexing.
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2026 2representative citing papers
Catalan's constant is rewritten as a double integral, a single integral from a general theorem, and higher-dimensional multiple integrals expressed with the Lerch function.
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Nonconcentration of hitting times for random walks on graphs
Establishes variance lower bounds for hitting times of random walks on graphs and disproves a conjecture on local nonconcentration via high-degree constructions.
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Multiple integral representations of the Catalan's constant
Catalan's constant is rewritten as a double integral, a single integral from a general theorem, and higher-dimensional multiple integrals expressed with the Lerch function.