activity
20122024
most citedShort paths for first passage percolation on the complete graph

17 citations · 37 across the 7 of their papers we have counts for

collaborators

7 papers

cs.LG2024★ 1 cited

Indication Finding: a novel use case for representation learning

Maren Eckhoff, Valmir Selimi, Alexander Aranovitch +7

Many therapies are effective in treating multiple diseases. We present an approach that leverages methods developed in natural language processing and real-world data to prioritize…

math.PR2017★ 3 cited

Near critical preferential attachment networks have small giant components

Maren Eckhoff, Peter Morters, Marcel Ortgiese

Preferential attachment networks with power law exponent are known to exhibit a phase transition. There is a value such that, for small edge densities $ρ\leq ρ_…

math.PR2015★ 9 cited

Long paths in first passage percolation on the complete graph I. Local PWIT dynamics

M. Eckhoff, J. Goodman, R. van der Hofstad +1

We study the random geometry of first passage percolation on the complete graph equipped with independent and identically distributed edge weights, continuing the program initiated…

math.PR2015★ 6 cited

Long paths in first passage percolation on the complete graph II. Global branching dynamics

M. Eckhoff, J. Goodman, R. van der Hofstad +1

We study the random geometry of first passage percolation on the complete graph equipped with independent and identically distributed edge weights, continuing the program initiated…

math.PR2013★ 1 cited

Spines, skeletons and the Strong Law of Large Numbers for superdiffusions

Maren Eckhoff, Andreas E. Kyprianou, Matthias Winkel

Consider a supercritical superdiffusion (X_t) on a domain D subset R^d with branching mechanism -β(x) z+α(x) z^2 + int_{(0,infty)} (e^{-yz}-1+yz) Pi(x,dy). The skeleton decompositi…

math.PR2013

Vulnerability of robust preferential attachment networks

Maren Eckhoff, Peter Mörters

Scale-free networks with small power law exponent are known to be robust, meaning that their qualitative topological structure cannot be altered by random removal of even a large p…