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20042023
most citedCoalescence in a random background

72 citations · 143 across the 23 of their papers we have counts for

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Showing 2018Show all

5 papers · 1 filter

math.PR2018

Recursive tree processes and the mean-field limit of stochastic flows

Tibor Mach, Anja Sturm, Jan M. Swart

Interacting particle systems can often be constructed from a graphical representation, by applying local maps at the times of associated Poisson processes. This leads to a natural…

math.OC2018★ 13 cited

Random Function Iterations for Consistent Stochastic Feasibility

Neal Hermer, D. Russell Luke, Anja Sturm

We study the convergence of stochastic fixed point iterations in the consistent case (in the sense of Butnariu and Flåm (1995)) in several different settings, under decreasingly re…

math.PR2018

Trait-dependent branching particle systems with competition and multiple offspring

Gabriel Berzunza, Anja Sturm, Anita Winter

In this work we model the dynamics of a population that evolves as a continuous time branching process with a trait structure and ecological interactions in form of mutations and c…

math.PR2018

The Algebraic Approach to Duality: An Introduction

Anja Sturm, Jan M. Swart, Florian Völlering

This survey article gives an elementary introduction to the algebraic approach to Markov process duality, as opposed to the pathwise approach. In the algebraic approach, a Markov g…

math.PR2018★ 7 cited

A new characterization of endogeny

Tibor Mach, Anja Sturm, Jan M. Swart

Aldous and Bandyopadhyay have shown that each solution to a recursive distributional equation (RDE) gives rise to recursive tree process (RTP), which is a sort of Markov chain in w…