无界

具无界时滞非自治Logistic模型的全局吸引性（英文）

Global Attractivity in a nonautonomous logistic model with unbounded delay ;

无界算子组的Taylor联合谱

The Taylor Joint Spectrum of Tuple of Unbounded Operators

C∞的两类无界区域上推广的幅角原理

Popularized Argument Principle on C_ ∞ Two Types of Boundless Regions

半无界域上热传导方程第二边值问题Green函数的分析性质及应用

Analytical Characters and Applications of Green Function of the Second Boundary Value in the Heat Conduct Equation

无界Petri网的进程表达式

Process Expression of Unbounded Petri Net

Hilbert空间中具无界控制的无限时区线性二次最优控制问题

An Infinite Horizon Linear Quadratic Problem with Unbounded Controls in Hilbert Space

半序Banach空间中无界集上的不动点

Fixed Points on Unbounded Sets in Semi-Ordered Banach Spaces

非自反Banach空间无界控制算子的容许性

Admissibility of Unbounded Control Operators on Non-reflexive Banach Space

二维带形无界区域中Navier-Stokes方程的指数吸引子

The exponential attractor of Navier-Stokes equation on the two-dim band domain

证明了Pkk上存在着包含所有封闭无界集的非正规测度。

Then , we give a non-normal measure (?) of P_kk which contains every closed unbounded set .

为更好地减小误差，本文提出映射与ANSYS相结合，高精度快速计算无界静电场。

To decrease error more , this thesis presents that combining map and ANSYS solve unbounded electrostatic field with high accuracy .

但对于大量存在的无界Petri网，找到一个能判定其可达性的一般性算法却不太容易。

But for unbounded Petri nets that generally existing , finding an algorithm for its reachability decision is not easy .

无界区域上Stokes问题的自然边界元与Mini元耦合法

The Coupling of Natural Boundary Element and Mini Element for the Stokes Problem on Unbounded Domains

无界域上强非线性椭圆型方程的Dirichlet问题

The Dirichlet Problem of Elliptic equation With Strong Nonlinearity on Unbounded Domain

本文采用配置法求出了一个球形液滴垂直向无界平板作轴对称蠕动流（Creepingmotion）的解。

This paper presents an infinite-series solution for the axisymmetric creeping motion of a spherical liquid drop towards an infinite plane wall .

无界区域上具线性阻尼的二维Navier-Stokes方程的拉回吸引子

Pullback Attractors for Non-autonomous 2D Navier-Stokes Equations with Linear Dampness in Some Unbounded Domains

多元无界函数的Bernstein型多项式算子逼近

Approximation of multiple unbounded functions by Bernstein Type polynomial operators

Petri网的进程网系统是为了描述Petri网特别是无界Petri网的进程行为而提出的一个重要概念。

The process net system of a Petri net is an important concept presented describing the process behavior of a Petri net .

第四章讨论不等式约束无界集上DC优化问题解的存在性和一般约束无界集上DC优化问题解的存在性。

In the chapter four of the paper , the existence of DC Optimization Solution in both inequality constraint unbounded set and general constraint unbounded set is discussed .

扩展的Hermite算子与无界函数逼近

Extensional Hermite operator and approximation of unbounded function

阿里巴巴还是去年3月开通的新闻网站“无界新闻”（Watching）、以及财讯传媒（SeecMedia）的投资者。

Alibaba is also an investor in Watching , a news website launched last March , and Seec Media .

派拉蒙与合作伙伴SkydanceProductions大约斥资1.9亿美元制作了《暗黑无界》。

Paramount and partner Skydance Productions spent about $ 190 million to make the new ' Star Trek ' movie .

具无界系数强椭圆方程组Dirichlet问题的L2-理论

The l_2-theory of Dirichlet problem for strongly elliptic systems with unbounded coefficients

半闭无界域上ODE方程初值解的整体存在性

The entire existence of initial value solution of the ode equation in half closed infinite region

Clifford分析中无界域上正则函数带共轭值带位移的非线性边值问题

A Nonlinear Boundary Value Problem with Conjugate Value for Regular Functions on Unbounded Domains in Real Clifford Analysis

具无界控制算子的控制系统在一般Banach空间中的可控性及其无界扰动；

( ii ) The controllability and its unbounded perturbation for infinite dimensional linear systems with unbounded control operator in Banach spaces .

对几个特殊的无界区域，给出了Laplace方程Dirichlet问题正规解的表达式。

This note gives the representation of regular solution to the Dirichlet problem for Laplace equation on some unbounded domains .

Landau多项式算子与无界函数逼近

Landau polynomial operators and approximation of unbounded functions

得到了群作用是扩散的一个判别准则；利用开覆盖沿无限网的复杂性函数的无界性刻画了群作用的mild混合和强扩散。

We get a criterion for the scattering property , and characterize mild mixing and strong scattering using the complexity function of an open cover along some infinite nets .

本文讨论了在无界区域中，带有Dirichlet边界条件的一类多分子反应模型。

Abstract In this paper the multi-molecular reactive model satisfying Dirichlet boundary conditions in the unbounded region is investigated .