查询词典 attractor

In the reality, a chaotic synchronized attractor will turn to be a metastable attractor with average lifetime〈τ〉because of the avoidless noise.

由于实际系统中的噪声不可避免，噪声使得同步混沌吸引子A变成具有一定生存时间〈τ〉的准稳态吸引子A'。

The riddled basins of the chaotic synchronized attractor in these two-type coupled systems are analytically proved and the stability of the chaotic synchronized attractor is also studied. In succession, the local-global riddling bifurcation is discussed.

本文首先研究了两种常见形式的一维斜帐篷映射的耦合混沌同步系统，讨论了其混沌同步状态的稳定性，解析证明其同步混沌吸引子的吸引域是筛形域。

Based on the further evolvement of the improved chaotic system with constant Lyapunov exponent spectrum, by introducing an absolute term in the dynamic equation, a novel chaotic attractor is found in this paper.

通过对改进恒Lyapunov指数谱混沌系统进行进一步演变，并引入新的绝对值项，发现了一种新的混沌吸引子。

In Chapter three, we prove the existence of exponential attractor in Banach space for the semigroup when there isn\'t a compact absorbing set.

第三章：研究了吸收集不紧的情形下，Banach空间上的指数吸引子的存在性。

In this doctoral dissertation, we consider the existence of exponential attractor in Banach space when there isn\'t a compact absorbing set for equations.

这篇博士论文着重研究了在吸收集不具有紧性的条件下，Banach空间上指数吸引子的存在性问题。

It was proved that the existence of an absorbing set and a global finite dimensional attractor which is compact, connected in the function space for the high-frequency modes coupled two Ginzburg-Landau equations.

利用了无穷维动力系统理论，证明了两个高频模态耦合的Ginzburg-Landau方程在函数空间中存在吸引域，因而存在连通的、有限维的紧的整体吸引子。

The squeezing property of the nonlinear semi-group associated with this equation and the existence of exponential attractor are proved in the paper.

证明了该方程有关的非线形半群的挤压性质和指数吸引子的存在性。

Second, by studying the asymptotic behavior of the solution, we obtain the existence of random attractor for the stochastic quasi-geostrophic dynamical system.

另一方面，通过研究解的渐近行为，我们得到随机准地转动力系统的随机吸引子的存在性。

In this paper, a theory of attractor database is

在这一张纸，一个引起注意的人数据库的理论是

The aim of the project is to investigate the potential of the market as an attractor of supplementary functions.

该项目的目的是调查市场的潜力是吸引的补充功能。

If you were not , and OS X just booted normally, have no fear.

如果你没有，和OS X刚刚启动通常，没有恐惧。

I only want to preserve our all .

我只想保存好我们的一切