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1)  superlinear semipositone problem
超线性半正问题
1.
Positive solutions of a superlinear semipositone problem for dynamic equation on time scales;
时标动态方程超线性半正问题的正解
2.
The existence of positive solution of superlinear semipositone problem is obtained for second order difference equation with Sturm-Liouville boundary value conditions.
利用锥上的不动点定理,得到了Sturm-Liouville型边界条件下二阶差分方程超线性半正问题正解的存在性。
2)  semilinear problem
半线性问题
1.
In this paper, how to construct the global solution with "small initial data" and its asymptotic property of the semilinear problem according to the decaying estimates of the solution to its corresponding homogeneous problem is discussed its results can be applied to semilinear heat equations, Schrodinger equations or systems and a series of results are obtained about them.
本文讨论了如何由齐线性方程(组)初值问题解的衰减估计来构造其相应半线性问题“小初值”整体解及其渐近性,并将其结果应用于半线性热传导方程、Schrdinger方程(组)等Cauchy问题,得到一系列有关结果。
3)  superlinear problem
超线性问题
4)  Semipositone problem
半正问题
5)  Dirichlet problem / semilinear
Dirichlet问题/半线性
6)  semi-linear Cauchy problem
半线性柯西问题
补充资料:线性边值问题


线性边值问题
linear boundary value problem

线性边值问题[如。r肠烟da叮柏如.脚曲址m;,批加aa印aeB明3明明a] 下述问题二在变量x二(xl,…,x。)的区域D中确定线性微分方程 (L。)(x)二f(x),xCD在此区域的边界S(或其一部分上)满足线性边界条件 (Bu)(y)=职(y),y‘S的解. 亦见边值问题,常微分方程(bouJldary姐】tle pro-blem,。记远叮differential叫uatio招);边值问题,偏微分方程(bol川妞卿珑面eproblem,p田石al由晚rent坛1闪明石。ns).A.n.C山班aToB撰张鸿林译
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