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Spontaneous Infection and Periodic Evolving of Domain in a Diffusive SIS Epidemic Model
《Acta Mathematicae Applicatae Sinica》2024年第1期164-191,共28页Qiang Wen Guo-qiang Ren Bin Liu 
supported by the National Natural Science Foundation of China (No.12231008 and No.11971185)。
In this paper, we consider a susceptible-infective-susceptible(SIS) reaction-diffusion epidemic model with spontaneous infection and logistic source in a periodically evolving domain. Using the iterative technique,the...
关键词:diffusive SIS model spontaneous infection periodically evolving domain periodic endemic equilibrium 
Homogenization of Linear Parabolic Equations with a Certain Resonant Matching Between Rapid Spatial and Temporal Oscillations in Periodically Perforated Domains
《Acta Mathematicae Applicatae Sinica》2019年第2期340-358,共19页Tatiana LOBKOVA 
In this article, we study homogenization of a parabolic linear problem governed by a coefficient matrix with rapid spatial and temporal oscillations in periodically perforated domains with homogeneous Neumann data on ...
关键词:HOMOGENIZATION TWO-SCALE CONVERGENCE multiscale CONVERGENCE PERIODICALLY perforated DOMAINS 
Transition Distributions of Young Diagrams Under Periodically Weighted Plancherel Measures
《Acta Mathematicae Applicatae Sinica》2009年第4期655-674,共20页Zhong-gen Su 
Supported by the National Natural Science Foundation of China(No.10671176)
Kerov[16,17] proved that Wigner's semi-circular law in Gauss[an unitary ensembles is the transition distribution of the omega curve discovered by Vershik and Kerov[34] for the limit shape of random partitions under t...
关键词:Limit shape Limiting density of eigenvalues Poissonized Plancherel measures in a periodic potential Transition distributions Unitary invariant matrix models 
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