Jan 7, 2019 · We derive a large-deviations principle for the empirical measure of the sizes of all the connected components of \mathcal{G}(N,\frac 1Nt_N)

Apr 5, 2021 · We derive a large-deviations principle for the empirical measure of the sizes of all the connected components of urn:x-wiley:rsa:media:rsa21007:rsa21007-math- ...

We derive a large‐deviations principle for the empirical measure of the sizes of all the connected components of 𝒢(N,1NtN), registered according to microscopic ...

We derive a large‐deviations principle for the empirical measure of the sizes of all the connected components of , registered according to microscopic sizes ( ...

Jan 11, 2023 · We prove a large-deviations principle with explicit rate function for the statistics of the collection of all the connected components.

A large-deviations principle (LDP) is derived for the state, at fixed time, of the multiplicative coalescent in the large particle number limit.

Andreis, L., König, W., & Patterson, R. I. A. (2021). A large-deviations principle for all the cluster sizes of a sparse Erdős-Rényi graph (Version ...

Feb 4, 2021 · Such a principle gives information about the exponential decay rate of all sorts of events, for example, the emergence of more than one giant ...

Aug 19, 2020 · LDP FOR THE CLUSTER SIZES OF A SPARSE ERD˝OS–RÉNYI GRAPH. 3 are N ... The large deviation principle for the Erd˝os-Rényi random graph.

Home · Fachgebiete · Mathematik · A large-deviations principle for all the cluster sizes of a sparse Erdős-Rényi graph ...