Global asymptotic stability in a pseudorabies virus model with age structure. [PDF]
Infect Dis Model, 2023 Chen Y, Long Y, Yu J.
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Global Asymptotic Stability in a Class of Difference Equations
Advances in Difference Equations, 2007 We study the difference equation , , , where and are all continuous functions, and We prove that this difference equation admits as the globally asymptotically stable equilibrium. This result extends and generalizes some previously known results.
Cao Jianqiu +3 more
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Asymptotic Stability and Asymptotic Synchronization of Memristive Regulatory-Type Networks
Advances in Mathematical Physics, 2017 Memristive regulatory-type networks are recently emerging as a potential successor to traditional complementary resistive switch models. Qualitative analysis is useful in designing and synthesizing memristive regulatory-type networks.
Jin-E Zhang
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Global asymptotic stability of a delay differential equation model for SARS-CoV-2 virus infection mediated by ACE2 receptor protein. [PDF]
Appl Math Lett, 2023 Lv J, Ma W.
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A Rumor-Spreading Model with Three Identical Time Delays
MathematicsUnderstanding the effect of time delays on rumor spreading is of special importance to curbing the spread of rumors. This article proposes a rumor-spreading model with three identical time delays: a delay associated with the negative influence of a ...
Chunlong Fu +4 more
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Global asymptotic stability of the active disassembly model of flagellar length control. [PDF]
J Math Biol, 2021 Fai TG, Park Y.
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Global and Asymptotic Stability of Operator-Difference Schemes
Computational Methods in Applied Mathematics, 2004 Abstract The stability of linear two- and three-level operator difference schemes in a Hilbert space has been investigated. A few a priori estimates of the global and asymptotic stability in various energy norms have been obtained.
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Global asymptotic stability, extinction and ergodic stationary distribution in a stochastic model for dual variants of SARS-CoV-2. [PDF]
Math Comput Simul, 2023 Omame A, Abbas M, Din A.
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Asymptotic Behavior Analysis of a Fractional-Order Tumor-Immune Interaction Model with Immunotherapy
Complexity, 2020 A fractional-order tumor-immune interaction model with immunotherapy is proposed and examined. The existence, uniqueness, and nonnegativity of the solutions are proved. The local and global asymptotic stability of some equilibrium points are investigated.
Wenbin Yang +3 more
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Lyapunov function and global asymptotic stability for a new multiscale viral dynamics model incorporating the immune system response: Implemented upon HCV. [PDF]
PLoS One, 2021 Elkaranshawy HA, Ezzat HM, Ibrahim NN.
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