1) Picard type theorem
Picard型定理
1.
In Chapter 2, we get a new Picard type theorem concerning omitted function, and prove the following result: Let f(z) be a transcendental meromorphic function on C, all of whose zeros have multiplicity at least k + 1, and all of whose poles are multiple, where k≥2 is an integer.
首先,在第二章中间我们继续研究Picard型定理,得到了一个关于例外函数的Picard型定理,证明了:设f(z)是定义在复平面C上的超越亚纯函数,零点重数至少为k+1,极点重数至少为2,这里k≥2是整数。
2) Banach/Picard Fixed point Theorem
Banach/Picard不动点定理
3) Picard-principle
拟Picard原理
4) KKM type theorem
KKM型定理
1.
KKM type theorem in FC-space and its applications;
FC-空间内的KKM型定理及应用
2.
Some new generalized KKM type theorems are proved in noncompact FC- spaces.
在非紧FC-空间中证明了一些新的广义KKM型定理。
3.
The obtained new theorem is applied to obtain an abstract variational inequality, a KKM type theorem and a fixed point theorem.
作为应用,证明了一个抽象变分不等式,一个KKM型定理和不动点定理。
5) LaSalle-type theorem
LaSalle-型定理
1.
LaSalle-type theorem for stochastic pantograph differential equations;
随机比例微分方程的LaSalle-型定理
6) Liouville type theorem
Liouville型定理
1.
Liouville type theorem of a class of semilinear parabolic equations;
一类半线性抛物型方程的Liouville型定理
2.
Liouville type theorems to semilinear generalized Baouendi-Grushin equations;
广义Baouendi-Grushin方程的非线性Liouville型定理
3.
The purpose of this paper is to obtain some Liouville type theorems for a class of degenerate semilinear parabolic inequalities,which extend the well-known results of Fujita and Kartsatos-Kurta from the Euclidean space to the Carnot group.
本文研究Carnot群上一类退化半线性抛物型不等方程的Liouville型定理,将Fujita和Kartsatos- Kurta经典的关于欧氏空间上相应方程的非平凡解的不存在性结果推广到Carnot群上。
补充资料：PI
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参考词条