ASYMPTOTICBEHAVIOR

作品数：7被引量：12H指数：2
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相关领域：理学更多>>
相关作者：杨军关新平刘文远更多>>
相关机构：哈尔滨工业大学燕山大学更多>>
相关期刊：《工程数学学报》《Acta Mathematica Scientia》《Wuhan University Journal of Natural Sciences》《International Journal of Biomathematics》更多>>
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ASYMPTOTIC BEHAVIOR NEAR THE BOUNDARY OF A LARGE SOLUTION TO SEMILINEAR POISSON EQUATION WITH DOUBLE-POWER NONLINEARITY
《Acta Mathematica Scientia》2024年第6期2083-2098,共16页Kazuhiro TAKIMOTO Yuxiao ZHANG 
supported by the JSPS KAKENHI(JP22K03386);supported by the JST SPRING(JPMJSP2132)。
We deal with a large solution to the semilinear Poisson equation with doublepower nonlinearityΔ^(u)=u^(p)+αu^(q)in a bounded smooth domain D■R^(n),where p>1,-1
关键词：large solution semilinear Poisson equation double-power nonlinearity ASYMPTOTICBEHAVIOR 
Asymptotic periodicity in a diffusive West Nile virus model in a heterogeneous environment被引量：1
《International Journal of Biomathematics》2017年第8期87-102,共16页Abdelrazig K. Tarboush Jing Ge Zhigui Lin 
This paper is concerned with a diffusive West Nile virus model （WNv） in a heterogeneous environment. The basic reproduction number R0 for spatially homogeneous model is first introduced. We then define a threshold p...
关键词：West Nile virus basic reproduction number time periodicity asymptoticbehavior. 
Contact process on regular tree with random vertex weights
《Frontiers of Mathematics in China》2017年第5期1163-1181,共19页Yu PAN Dayue CHEN Xiaofeng XUE 
This paper is concerned with the contact process with random vertex weights on regular trees, and studies the asymptotic behavior of the critical infection rate as the degree of the trees increasing to infinity. In th...
关键词：Contact process random vertex weights critical value ASYMPTOTICBEHAVIOR 
Global Asymptotic Behavior of Large Solutions for a Class of Semilinear Elliptic Problems
《Wuhan University Journal of Natural Sciences》2017年第1期29-37,共9页WAN Haitao 
Supported by Startup Foundation for Docotors of Weifang University(2016BS04)
By using Karamata regular variation theory and upper and lower solution method,we investigate the existence and the global asymptotic behavior of large solutions to a class of semilinear elliptic equations with nonlin...
关键词：semilinear elliptic problem global asymptoticbehavior large solutions 
Oscillation Criteria for Third-order NonlinearNeutral Dynamic Equations on Time Scales被引量：3
《工程数学学报》2016年第2期206-220,共15页
Many practical problems, such as those from electronic engineering, mechanicalengineering, ecological engineering, aerospace engineering and so on, need to bedescribed by dynamic equations on time scales, so it is imp...
关键词：THIRD-ORDER nonlinear dynamic equation NEUTRAL OSCILLATION CRITERION ASYMPTOTICBEHAVIOR generalized RICCATI transformation time scale 
COMBINED EFFECTS IN A SEMILINEAR POLYHARMONIC PROBLEM IN THE UNIT BALL
《Acta Mathematica Scientia》2014年第5期1404-1416,共13页Zagharide Zine EL ABIDINE 
Let m be a positive integer and B be the unit ball of Rn （n≥2）. We investigate the existence, uniqueness and the asymptotic behavior of a positive continuous solution to the following semilinear polyharmonic bounda...
关键词：Kato class positive solution nonlinear polyharmonic equation ASYMPTOTICBEHAVIOR schauder fixed point theorem 
OSCILLATION AND ASYMPTOTIC BEHMIOR OF SECOND ORDER NONLINEAR NEUTRAL DIFFERENCE EQUATION被引量：8
《Annals of Differential Equations》1997年第1期94-106,共13页杨军 关新平 刘文远 
Consider the second order nonlinear neutral difference equationThe sufficient conditions are established for the oscillation and asymptotic behavior of the solutions of this equation.
关键词：Nonlinear neutral difference equation OSCILLATION ASYMPTOTICBEHAVIOR 
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