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Asymptotics of m-Cliques in a Sparse Inhomogeneous Random Graph
by
Zhao, Xiaofeng
in
Algorithms
/ Asymptotic properties
/ Combinatorics
/ Graph theory
/ Graphs
/ Mathematics
/ Normal distribution
/ Phase transitions
/ Probability
/ Questions
/ Random variables
2022
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Do you wish to request the book?
Asymptotics of m-Cliques in a Sparse Inhomogeneous Random Graph
by
Zhao, Xiaofeng
in
Algorithms
/ Asymptotic properties
/ Combinatorics
/ Graph theory
/ Graphs
/ Mathematics
/ Normal distribution
/ Phase transitions
/ Probability
/ Questions
/ Random variables
2022
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Asymptotics of m-Cliques in a Sparse Inhomogeneous Random Graph
Journal Article
Asymptotics of m-Cliques in a Sparse Inhomogeneous Random Graph
2022
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Overview
One of the classical questions in random graph theory is to understand the asymptotics of subgraph counts. In inhomogeneous random graph, this question has not been well studied. In this study, we investigate the asymptotic distribution of m-cliques in a sparse inhomogeneous random graph. Under mild conditions, we prove that the number of m-cliques converges in law to the standard normal distribution.
Publisher
Hindawi,John Wiley & Sons, Inc,Wiley
Subject
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