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math.PR2019
Dynamical Models for Random Simplicial Complexes
Nikolaos Fountoulakis, Tejas Iyer, Cécile Mailler +1
We study a general model of random dynamical simplicial complexes and derive a formula for the asymptotic degree distribution. This asymptotic formula encompasses results for a num…
math.PR2019
Competing growth processes with random growth rates and random birth times
Cécile Mailler, Peter Mörters, Anna Senkevich
Finding the most powerful node in a dynamic random network, the largest set in a partition-valued stochastic process, or the largest family in an evolving population at a given tim…
math.PR2019
Characterising random partitions by random colouring
Jakob E. Björnberg, Cécile Mailler, Peter Mörters +1
Let be a random partition of the unit interval , i.e. and , and let be i.i.d. Bernoulli r…