论文标题
大型系统中统一的初始混乱通常会无限加剧
Uniformly Bounded Initial Chaos in Large System Often Intensifies Infinitely
论文作者
论文摘要
我们认为具有完全确定性动态的无限谐波链。假定初始数据绝对有限。然而，最大变量可以及时无限地生长。我们给出了这种现象的条件。它与直观的猜测相吻合，即这种增长的主要条件是在初始条件下足够的混乱。
We consider infinite harmonic chain with completely deterministic dynamics. Initial data are assumed absolutely bounded. Nevertheless maximum of the variables can grow infinitely in time. We give conditions for this phenomenon. It coincides with intuitive guess that the main condition for this growth is sufficient chaos in the initial conditions.
