activity
20052017
most citedSymmetry Breaking and Uniqueness for the Incompressible Navier-Stokes Equations

8 citations · 11 across the 6 of their papers we have counts for

collaborators

9 papers

math.PR2017

When Fourth Moments Are Enough

Chris Jennings-Shaffer, Dane R. Skinner, Edward C. Waymire

This note concerns a somewhat innocent question motivated by an observation concerning the use of Chebyshev bounds on sample estimates of in the binomial distribution with para…

math.PR2016

A Delayed Yule Process

Radu Dascaliuc, Nicholas Michalowski, Enrique Thomann +1

In now classic work, David Kendall (1966) recognized that the Yule process and Poisson process could be related by a (random) time change. Furthermore, he showed that the Yule popu…

math.PR2015

On Normalized Multiplicative Cascades under Strong Disorder

Partha S. Dey, Edward Waymire

Multiplicative cascades, under weak or strong disorder, refer to sequences of positive random measures , parameterized by a positive disorder parameter ,…

math.PR2015

Continuity of Local Time: An applied perspective

Jorge M. Ramirez, Edward C. Waymire, Enrique A. Thomann

Continuity of local time for Brownian motion ranks among the most notable mathematical results in the theory of stochastic processes. This article addresses its implications from t…

math.AP20158 cited

Symmetry Breaking and Uniqueness for the Incompressible Navier-Stokes Equations

Radu Dascaliuc, Nicholas Michalowski, Enrique Thomann +1

The present article establishes connections between the structure of the deterministic Navier-Stokes equations and the structure of (similarity) equations that govern self-similar…

math.PR20131 cited

On The Drift Paradox in a Regime-Switching Model

William Felder, Edward C. Waymire

This note is motivated by the article by F. Lutscher, E. Pachepsky, and M. Lewis (2005), The Effect of Dispersal Patterns on Stream Populations SIAM Rev. Vol. 47 No. 4 pp. 749-772…