Applied Mathematics

Applied Mathematics

ISSN Print: 2152-7385
ISSN Online: 2152-7393
www.scirp.org/journal/am
E-mail: am@scirp.org
"Steady-State Analysis of SECIR Rumor Spreading Model in Complex Networks"
written by Yujiang Liu, Chunmei Zeng, Youquan Luo,
published by Applied Mathematics, Vol.10 No.3, 2019
has been cited by the following article(s):
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[2] A Diffusion Model for Multimessage Multidimensional Complex Game Based on Rumor and Anti-Rumor
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[3] Diffusion pixelation: A game diffusion model of rumor & anti-rumor inspired by image restoration
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[4] A social topic diffusion model based on rumor and anti-rumor and motivation-rumor
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[5] Modeling and quantifying the influence of rumor and counter-rumor on information propagation dynamics
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[6] Abundant Natural Resources, Ethnic Diversity, and Inclusive Growth in sub-Saharan Africa: A Mathematical Approach.
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[7] A MATHEMATICAL MODELLING OF ECONOMIC RESTORATION THROUGH AGRICULTURAL REVITALIZATION IN NIGERIA
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[8] Dynamical behaviors and control measures of rumor-spreading model in consideration of the infected media and time delay
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[9] Modeling and analysis of rumor propagation in social networks
Information Sciences, 2021
[10] (R1523) Abundant Natural Resources, Ethnic Diversity and Inclusive Growth in Sub-Saharan Africa: A Mathematical Approach
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[11] Rumor spreading in complex networks under stochastic node activity
2020
[12] Dynamics and Stability Analysis of Party Switching in Politics of Nigeria
2019
[13] Dynamics and stability analysis of party switching in politics of Nigeria: a mathematical approach
… University Journal of …, 2019
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