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math.PR2024
Power rate of convergence of discrete curves: framework and applications
Ilia Binder, Larissa Richards
We develop a framework for power-law rates of convergence of random discrete curves to Schramm Loewner Evolution (SLE). We show that a power-law rate of convergence of a suitable m…
math.PR2013
Determinants, their applications to Markov processes, and a random walk proof of Kirchhoff's matrix tree theorem
Michael J. Kozdron, Larissa M. Richards, Daniel W. Stroock
Kirchhoff's matrix tree theorem is a well-known result that gives a formula for the number of spanning trees in a finite, connected graph in terms of the graph Laplacian matrix. A…