ON ASSORTATIVITY AND CLUSTERING OF A POWER-LAW CONFIGURATION GRAPH MODEL

The paper deals with configuration graphs with vertex degrees distributed independently according to the power law. The distribution parameter is either fixed or randomly distributed according to either uniform or truncated normal distribution on a predefined interval (a, b). The assortativity and c...

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Main Author:	Marina Leri
Format:	Article
Language:	English
Published:	Karelian Research Centre of the Russian Academy of Sciences 2019-06-01
Series:	Transactions of the Karelian Research Centre of the Russian Academy of Sciences
Subjects:	configuration graph power-law assortativity clustering simulations.
Online Access:	http://journals.krc.karelia.ru/index.php/mathem/article/view/1032

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spelling	doaj-b38ab7af85314e51b4a4ca0d94eefa1b2020-11-25T03:05:35ZengKarelian Research Centre of the Russian Academy of SciencesTransactions of the Karelian Research Centre of the Russian Academy of Sciences1997-32172312-45042019-06-01710.17076/mat1032757ON ASSORTATIVITY AND CLUSTERING OF A POWER-LAW CONFIGURATION GRAPH MODELMarina LeriThe paper deals with configuration graphs with vertex degrees distributed independently according to the power law. The distribution parameter is either fixed or randomly distributed according to either uniform or truncated normal distribution on a predefined interval (a, b). The assortativity and clustering of these<br />graphs are studied by computer simulation. The estimates of numerical structural characteristics are found, such as the assortativity and clustering coefficients. The obtained results are compared with those known from the literature for real world<br />complex networks.http://journals.krc.karelia.ru/index.php/mathem/article/view/1032configuration graphpower-lawassortativityclusteringsimulations.
collection	DOAJ
language	English
format	Article
sources	DOAJ
author	Marina Leri
spellingShingle	Marina Leri ON ASSORTATIVITY AND CLUSTERING OF A POWER-LAW CONFIGURATION GRAPH MODEL Transactions of the Karelian Research Centre of the Russian Academy of Sciences configuration graph power-law assortativity clustering simulations.
author_facet	Marina Leri
author_sort	Marina Leri
title	ON ASSORTATIVITY AND CLUSTERING OF A POWER-LAW CONFIGURATION GRAPH MODEL
title_short	ON ASSORTATIVITY AND CLUSTERING OF A POWER-LAW CONFIGURATION GRAPH MODEL
title_full	ON ASSORTATIVITY AND CLUSTERING OF A POWER-LAW CONFIGURATION GRAPH MODEL
title_fullStr	ON ASSORTATIVITY AND CLUSTERING OF A POWER-LAW CONFIGURATION GRAPH MODEL
title_full_unstemmed	ON ASSORTATIVITY AND CLUSTERING OF A POWER-LAW CONFIGURATION GRAPH MODEL
title_sort	on assortativity and clustering of a power-law configuration graph model
publisher	Karelian Research Centre of the Russian Academy of Sciences
series	Transactions of the Karelian Research Centre of the Russian Academy of Sciences
issn	1997-3217 2312-4504
publishDate	2019-06-01
description	The paper deals with configuration graphs with vertex degrees distributed independently according to the power law. The distribution parameter is either fixed or randomly distributed according to either uniform or truncated normal distribution on a predefined interval (a, b). The assortativity and clustering of these<br />graphs are studied by computer simulation. The estimates of numerical structural characteristics are found, such as the assortativity and clustering coefficients. The obtained results are compared with those known from the literature for real world<br />complex networks.
topic	configuration graph power-law assortativity clustering simulations.
url	http://journals.krc.karelia.ru/index.php/mathem/article/view/1032
work_keys_str_mv	AT marinaleri onassortativityandclusteringofapowerlawconfigurationgraphmodel
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ON ASSORTATIVITY AND CLUSTERING OF A POWER-LAW CONFIGURATION GRAPH MODEL

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