activity
20132019
most citedDecorrelation of a class of Gibbs particle processes and asymptotic properties of U-statistics

12 citations · 16 across the 5 of their papers we have counts for

collaborators

6 papers

math.PR2019★ 12 cited

Decorrelation of a class of Gibbs particle processes and asymptotic properties of U-statistics

Viktor Beneš, Christoph Hofer-Temmel, Günter Last +1

We study a stationary Gibbs particle process with deterministically bounded particles on Euclidean space defined in terms of an activity parameter and non-negative interaction pote…

math.PR2017

Disagreement percolation for Gibbs ball models

Christoph Hofer-Temmel, Pierre Houdebert

We generalise disagreement percolation to Gibbs point processes of balls with varying radii. This allows to establish the uniqueness of the Gibbs measure and exponential decay of p…

cs.IT2015★ 1 cited

Graph-Based Lossless Markov Lumpings

Bernhard C. Geiger, Christoph Hofer-Temmel

We use results from zero-error information theory to determine the set of non-injective functions through which a Markov chain can be projected without losing information. These lu…

math-ph2015★ 3 cited

Shearer's point process and the hard-sphere model in one dimension

Christoph Hofer-Temmel

We revisit the smallest non-physical singularity of the hard-sphere model in one dimension, also known as Tonks gas. We give an explicit expression of the free energy and reduced c…

math.PR2013

Shearer's point process, the hard-sphere model and a continuum Lovász Local Lemma

Christoph Hofer-Temmel

A point process is R-dependent, if it behaves independently beyond the minimum distance R. This work investigates uniform positive lower bounds on the avoidance functions of R-depe…

math.CO2013

Clique trees of infinite locally finite chordal graphs

Christoph Hofer-Temmel, Florian Lehner

We investigate clique trees of infinite locally finite chordal graphs. Our main contribution is a bijection between the set of clique trees and the product of local finite families…