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From the 2 of 14 linked papers with an AI index.

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14 papers

math.PR2026

A shape theorem for BBM in a periodic environment

Louigi Addario-Berry, Arturo Arellano Arias, Jessica Lin

The paper proves that binary branching Brownian motion with a spatially periodic branching rate, when rescaled by time, converges almost surely to a deterministic convex shape, and…

cs.DS2026

Optimal root recovery for uniform attachment trees and -regular growing trees

Louigi Addario-Berry, Catherine Fontaine, Robin Khanfir +2

The paper studies algorithms that locate the root of random trees grown by uniform attachment, showing that an optimal method can identify a small set of candidate nodes whose size…

math.PR2026

Scaling limits of multitype Bienaymé trees

Louigi Addario-Berry, Philipp Beltran, Benedikt Stufler +1

We consider critical multitype Bienaymé trees that are either irreducible or possess a critical irreducible component with attached subcritical components. These trees are studied…

math.PR2026

Symmetric Cooperative Motion in Higher Dimensions

Louigi Addario-Berry, Gavin Barill, Hannah Cairns +1

We prove a distributional convergence result for a multidimensional version of symmetric cooperative motion which was introduced and studied in one dimension in \cite{HRW, SCM1}. O…

math.CO2026

Diameters and mixing times for giant components of random graphs with given degrees

Louigi Addario-Berry, Bruce Reed, Corrine Yap

A sequence is a feasible degree sequence if there is a graph on such that has degree . For such a sequence, is a graph chosen uni…

math.PR2026

What is The Probability That A Random Graph With A Given Degree Sequence is Connected?

Louigi Addario-Berry, Bruce Reed, Dao Chen Yuan

An -tuple is a \emph{feasible degree sequence} if there is a graph on such that has degree . Any such graph will have $m=\sum_{i=…