片语

infinite-dimensional manifold无限维流形

infinite branch dimensional control无限维控制

infinite e dimensional无限维

infinite-dimensional space[数]

infinite e dimensional system无穷维系统

infinite-dimensional vector[数]

infinite-dimensional topology无限维拓扑

infinite branch dimensional无限维的

Infinite-dimensional width无穷维宽度

英汉例句

• In this paper, the concept of strong acute cone is introduced, and the necessary and sufficient condition for existing such cone in a infinite dimensional space is obtained.

  本文提出了强锐角锥的概念，并就无限维空间证明了一个凸锥为强锐角锥的必要充分条件。

• The time-delayed chaotic system is infinite dimensional systems, and it can generate multiple positive Lyapunov exponents , and it is more difficult to be analysised and controled.

  延迟混沌系统是无限维系统，能生成多个正的李雅普诺夫指数，对其分析和控制都比较困难。

• In this paper, we expound a main distinction between finite dimensional space and infinite dimensional space.

  本文阐述了有限维与无限维线性空间的主要差别。

• In a highly developed alien society, the habitats are almost infinite dimensional space.

  在一个高度发达的外星文明中，有着近乎无限维度的生存空间。

• This is helpful for us to understand the evolution rules of states for the infinite dimensional dynamical systems.

  这有助于我们理解和认识无穷维动力系统的状态的演化规律。

• These results enlarge the domain of analytic controllability, and more essentially, they are applicable to more general quantum mechanical systems with infinite dimensional control Lie algebras.

  这些结果不仅扩大了解析能控性所适用的区域，更重要的是可以用于更一般的具有无穷维控制李代数的量子力学控制系统。

• In an infinite dimensional space there always exist two subspaces whose vector sum is different from their span.

  在一无限空间中恒存在两个子空间，其矢量和与其张成空间不同。

• In this paper the problem of the controllability of a class of infinite dimensional linear systems with control energy constraint is discussed.

  本文讨论控制器能量受限下一类无限维线性系统的精确零能控性问题，得到了这类能控性的充分必要条件。

• These results make it possible to analyze the control systems on infinite dimensional manifolds .

  这些结果使得在无穷维流形上进行控制系统的分析成为可能。

• Roughly speaking, dynamical systems consist of differential dynamical system, topological dynamical system, infinite dimensional dynamical system, complex dynamical system and ergodic theory etc.

  今天的动力系统大致可分为微分动力系统、拓扑动力系统、无穷维动力系统、复动力系统、遍历论等方向。

• Lattice systems and nonlinear wave equations are two kinds of very important infinite dimensional dynamical systems.

  格点系统与非线性波动方程是两类很重要的无穷维系统。

• By the intuitive idea of approximate an infinite dimensional manifold by finite dimensional manifolds, concepts of projected subsystems and project limit controllability are proposed.

  根据用有限维流形逼近无穷维流形的思想，提出了投影子系统和投影极限能控性的概念。

• In this doctoral dissertation, we mainly consider the long-time behaviors for the solutions of infinite dimensional dissipative dynamical systems in unbounded domains.

  在这篇博士学位论文中，我们主要考虑无界域上的无穷维耗散动力系统的解的长时间行为。

• This paper is to discuss the Linear-quadratic singular optimal control problem for infinite dimensional systems, specially the problem of the close loop expression of the optimal control.

  本文讨论无限维系统的线性二次奇异最优控制问题，主要目标是最优控制的闭环表示。