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most citedCarne--Varopoulos bounds for centered random walks

11 citations · 20 across the 7 of their papers we have counts for

collaborators

11 papers

math.PR200511 cited

Carne--Varopoulos bounds for centered random walks

Pierre Mathieu

We extend the Carne--Varopoulos upper bound on the probability transitions of a Markov chain to a certain class of nonreversible processes by introducing the definition of a ``cent…

math.CO20041 cited

Symmetric functions in superspace

P. Desrosiers, L. Lapointe, P. Mathieu

We construct a generalization of the theory of symmetric functions involving functions of commuting and anticommuting (Grassmannian) variables. These new functions, called symmetri…

math.PR20046 cited

On symmetric random walks with random conductances on

L. R. G. Fontes, P. Mathieu

We study models of continuous time, symmetric, -valued random walks in random environments. One of our aims is to derive estimates on the decay of transition probabilities in…

math.CO2003

Jagged partitions

J. -F. Fortin, P. Jacob, P. Mathieu

By jagged partitions we refer to an ordered collection of non-negative integers with for some positive integer , further subject to some weakly…

math-ph20031 cited

Generating function for K-restricted jagged partitions

J. -F. Fortin, P. Jacob, P. Mathieu

We present a natural extension of Andrews' multiple sums counting partitions with difference 2 at distance , by deriving the generating function for -restricted jagged part…

hep-th2002

Fusion rules and the Patera-Sharp generating-function method

L. Begin, C. Cummins, P. Mathieu +1

We review some contributions on fusion rules that were inspired by the work of Sharp, in particular, the generating-function method for tensor-product coefficients that he develope…