The condensation of non-growing complex networks in Boltzmann limit
We first discuss some different condensation phenomenon in complex networks.Then we analyze the critical phenomenon of the non-growing Bianconi-Barabsi (B-B) fitness model with fixed number of nodes and links.The analytical studies show that this model displays a condensate-non-condensate phase tran...
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Academic Journals Center of Shanghai Normal University
2015-10-01
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doaj-c6674f4435934405b0d75c745853c8902020-11-24T23:27:10ZengAcademic Journals Center of Shanghai Normal UniversityJournal of Shanghai Normal University (Natural Sciences)1000-51371000-51372015-10-0144551151710.3969/J.ISSN.1000-5137.2015.05.009201505009The condensation of non-growing complex networks in Boltzmann limitSU Guifeng0LI Xiaowen1ZHANG Yi2College of Mathematics and Sciences,Shanghai Normal UniversityCollege of Mathematics and Sciences,Shanghai Normal UniversityCollege of Mathematics and Sciences,Shanghai Normal UniversityWe first discuss some different condensation phenomenon in complex networks.Then we analyze the critical phenomenon of the non-growing Bianconi-Barabsi (B-B) fitness model with fixed number of nodes and links.The analytical studies show that this model displays a condensate-non-condensate phase transition.We numerically simulate its critical behavior in the Boltzmann limit,and find that the non-condensation phase is significantly different from that of the growing B-B model.The corresponding critical temperature <i>T<sub>c</sub></i> and degree distribution <i>P</i>(<i>k</i>) are identified.http://qktg.shnu.edu.cn/zrb/shsfqkszrb/ch/reader/create_pdf.aspx?file_no=201505009&flag=1&year_id=2015&quarter_id=5complex networkfitness modelcondensationBoltzmann limit |
collection |
DOAJ |
language |
English |
format |
Article |
sources |
DOAJ |
author |
SU Guifeng LI Xiaowen ZHANG Yi |
spellingShingle |
SU Guifeng LI Xiaowen ZHANG Yi The condensation of non-growing complex networks in Boltzmann limit Journal of Shanghai Normal University (Natural Sciences) complex network fitness model condensation Boltzmann limit |
author_facet |
SU Guifeng LI Xiaowen ZHANG Yi |
author_sort |
SU Guifeng |
title |
The condensation of non-growing complex networks in Boltzmann limit |
title_short |
The condensation of non-growing complex networks in Boltzmann limit |
title_full |
The condensation of non-growing complex networks in Boltzmann limit |
title_fullStr |
The condensation of non-growing complex networks in Boltzmann limit |
title_full_unstemmed |
The condensation of non-growing complex networks in Boltzmann limit |
title_sort |
condensation of non-growing complex networks in boltzmann limit |
publisher |
Academic Journals Center of Shanghai Normal University |
series |
Journal of Shanghai Normal University (Natural Sciences) |
issn |
1000-5137 1000-5137 |
publishDate |
2015-10-01 |
description |
We first discuss some different condensation phenomenon in complex networks.Then we analyze the critical phenomenon of the non-growing Bianconi-Barabsi (B-B) fitness model with fixed number of nodes and links.The analytical studies show that this model displays a condensate-non-condensate phase transition.We numerically simulate its critical behavior in the Boltzmann limit,and find that the non-condensation phase is significantly different from that of the growing B-B model.The corresponding critical temperature <i>T<sub>c</sub></i> and degree distribution <i>P</i>(<i>k</i>) are identified. |
topic |
complex network fitness model condensation Boltzmann limit |
url |
http://qktg.shnu.edu.cn/zrb/shsfqkszrb/ch/reader/create_pdf.aspx?file_no=201505009&flag=1&year_id=2015&quarter_id=5 |
work_keys_str_mv |
AT suguifeng thecondensationofnongrowingcomplexnetworksinboltzmannlimit AT lixiaowen thecondensationofnongrowingcomplexnetworksinboltzmannlimit AT zhangyi thecondensationofnongrowingcomplexnetworksinboltzmannlimit AT suguifeng condensationofnongrowingcomplexnetworksinboltzmannlimit AT lixiaowen condensationofnongrowingcomplexnetworksinboltzmannlimit AT zhangyi condensationofnongrowingcomplexnetworksinboltzmannlimit |
_version_ |
1725553104379707392 |