activity
20172020
most citedParking on supercritical Galton-Watson trees

5 citations · 10 across the 3 of their papers we have counts for

collaborators

10 papers

math.PR20205 cited

Parking on supercritical Galton-Watson trees

Riti Bahl, Philip Barnet, Matthew Junge

At each site of a supercritical Galton-Watson tree place a parking spot which can accommodate one car. Initially, an independent and identically distributed number of cars arrive a…

math.PR20191 cited

The Contact Process on Periodic Trees

Xiangying Huang, Rick Durrett

A little over 25 years ago Pemantle pioneered the study of the contact process on trees, and showed that on homogeneous trees the critical values and for global and loc…

math.PR2019

Critical percolation and A+B --> 2A dynamics

Matthew Junge

We study an interacting particle system in which moving particles activate dormant particles linked by the components of critical bond percolation. Addressing a conjecture from Bec…

math.PR20194 cited

SIR epidemics on evolving graphs

Yufeng Jiang, Remy Kassem, Grayson York +2

We consider evoSIR, a variant of the SIR model, on Erd\H os-Renyi random graphs in which susceptibles with an infected neighbor break that connection at rate and rewire to a ra…

math.PR2018

The frog model on trees with drift

Erin Beckman, Natalie Frank, Yufeng Jiang +2

We provide a uniform upper bound on the minimal drift so that the one-per-site frog model on a -ary tree is recurrent. To do this, we introduce a subprocess that couples across…

math.PR2018

The Contact Process on Periodic Trees

Yufeng Jiang, Remy Kassem, Grayson York +4

A little over 25 years ago Pemantle pioneered the study of the contact process on trees, and showed that the critical values and for global and local survival were diff…