不变集

词组短语

invariant set

与不变集相关的网络例句 [注：此内容来源于网络，仅供参考]

Necessary and sufficient conditions of the robust positively invariant sets are established for the linear discrete-time system family specified by matrix convex polyhedron and additive interval disturbances.

对由矩阵凸多面体和加性区间扰动描述的线性时变离散系统族，得到了鲁棒正不变集的充分必要条件；对非线性系统族则得到有关充分条件。

At the beginning of this paper we are devoted to studying the equicontinuity on the set of periodic points. Later we are researching on the property of the invariant set and measures dimension of the self-similiar IFS.

本文前面一部分主要着眼于连续映射在其周期点集上的等度连续性的研究，后面一部分主要涉及到相似迭代函数系统不变集性质和测度的维数的研究。

It is proved that nonwandering operators keep their property of nonwandering on this small neighborhood by the methods of matrices and invariant set.

利用矩阵和不变集的方法证明在非游荡算子的一充分小的领域内，非游荡算子保持它的非游荡性不变。

Based on this notion and the invariance principle, a condition is proposed and proved, under which an invariant set of states of a switched system with Lyapunov stable subsystems can be stabilized by state feedback.

基于这个不变性原理以及输入对系统能量函数稳定的概念，利用多Lyapunov函数方法提出并证明了一类具有Lyapunov稳定子系统的切换系统的不变集可状态反馈镇定的条件。

When the predictive states are in invariant ellipsoid set, the off-line state-feedback law is adopted. Thus, computational burden is reduced.

最后将时滞系统的滑模面作为预测控制的不变集，扩大了终端约束集，有效缩短了预测时域。

In the framework of Filippov solutions and on the basis of Lipschitz continuous and regular scalar Lyapunov functions, this dissertation discusses the stability problems of nonlinear systems with discontinuous right-hand sides with respect to a given point or a closed invariant set, and have some related results.

本论文在Filippov解的意义下，基于Lipschitz连续且正则的标量Lyapunov函数，讨论了右端不连续的非线性系统相对一个给定的点或相对于闭不变集的稳定性问题。

We prove that every isolated invariant set of averaged autonomous equation can continuous to an isolated invariant set of skew-product flow associated to the non-autonomous equations.

证明了平均自治方程的每个孤立紧不变集可以连续到非自治方程的斜积半流的孤立紧不变集上。

In Chapter 1, we state some notions and results on the limit set and the attractor of Conley invariant set theory, and give some sufficent condtions for an invariant set to be a quasi-attractor.

总共分四章。第一章，简要介绍了C.Conley不变集理论中有关极限集，吸引子的概念和结果，并给出了判定不变集为拟吸引子的一些充分条件。

Thin film equations; nonlinear cross-diffusion systems; two-dimensional nonlinear reaction-diffusion equations; invariant subspace method; invariant sets

基础科学，数学，数学分析薄膜方程；非线性交错扩散方程组；二维非线性反应扩散方程；不变子空间方法；不变集

In chapter 2. to two classes of specific systems in engineering, we make researches into stability with respect to their own invariant sets through the theoretic techniques of HDS. And then we bring forward sufficient conditions of uniform asymptotic stability and exponential stability with respect to their own invariant sets in the sense of Lyapunov.

第二章针对实际工程之中的两类具体系统用混合动态系统的理论方法对其关于不变集的稳定性进行了研究，提出了它们关于各自的不变集在Lyapunov意义下一致渐近稳定、指数稳定的充分条件。

与不变集相关的网络解释 [注：此内容来源于网络，仅供参考]

almost impossible event：殆不可能事件

almost everywhere 几乎处处 | almost impossible event 殆不可能事件 | almost invariant set 殆不变集

almost invariant set：殆不变集

almost impossible event 殆不可能事件 | almost invariant set 殆不变集 | almost periodic function 殆周期函数

hyperbolic fixed point：双曲不动点

双曲不变集|hyperbolic invariant set | 双曲不动点|hyperbolic fixed point | 双曲点|hyperbolic point

invariant of an equation：方程的不变量

不变测度 invariant measure | 方程的不变量 invariant of an equation | 不变集 invariant set

invariant property：不变性

方程的不变量 invariant of an equation | 不变性 invariant property | 不变集 invariant set

invariant set：不变集

而许多动态系统中的不变集(invariant set)与 Brownian motions 均呈现为碎形. 点集拓朴理论虽然抽象,但它构造出实变函数论之基础﹔从这些观念衍生出的一些定理如极值定理?B中间值定理,更提供了许多数学理论与应用问题的计算基础. 此外,

hyperbolic invariant set：双曲不变集

双曲闭轨|hyperbolic closed orbit | 双曲不变集|hyperbolic invariant set | 双曲不动点|hyperbolic fixed point

pesudo-shifting invariant set：伪移位不变集

全球资本流动:capital shifting | 伪移位不变集:pesudo-shifting invariant set | 相移全息术:phase-shifting holography

invariant subalgebra：不变子代数

不变集 invariant set | 不变子代数 invariant subalgebra | 不变子群 invariant subgroup

eternalize：使永恒/使不变/不朽

etendue /集光率/ | eternalize /使永恒/使不变/不朽/ | eternally /永远地/常常/不绝地/