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Large vector spaces of block-symmetric strong linearizations of matrix polynomials
Abstract Given a matrix polynomial P ( λ ) = ∑ i = 0 k λ i A i of degree k , where A i are n × n matrices with entries in a field F , the development of linearizations of P ( λ ) that preserveExpand
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Large Deviations For Sticky Brownian Motions
We consider n-point sticky Brownian motions: a family of n diffusions that evolve as independent Brownian motions when they are apart, and interact locally so that the set of coincidence times hasExpand
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GUE corners process in boundary-weighed six-vertex models
We consider a class of probability distributions on the six-vertex model, which originate from the higher spin vertex models in arXiv:1601.05770 and have previously been investigated inExpand
How much do superspreaders matter? Epidemic dynamics in inhomogeneous populations
A variant of the SIR model for an inhomogeneous population is introduced in order to account for the effect of variability in susceptibility and infectiousness across a population. An initialExpand
Tracy-Widom asymptotics for a river delta model
We study an oriented first passage percolation model for the evolution of a river delta. This model is exactly solvable and occurs as the low temperature limit of the beta random walk in randomExpand
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