论文标题
具有内存的经典随机过程中的非指数衰减
Non-exponential decay in classical stochastic processes with memory
论文作者
论文摘要
已经调查了一个国家在过渡到或腐烂到第二个状态的情况下的初始时间依赖性。在经典随机过程中，观察到的过渡或衰减与$ t^2 $成比例的时间依赖性归因于记忆的噪声。与量子力学相反，初始衰减的二次形式无法减速系统的演变。
The initial time-dependence of a state in circumstances where it makes transitions to, or decay to, a second state has been investigated. In classical stochastic processes, the observed time dependence of transition or decay proportional to $t^2$ is attributed to the noise with memory. In contrast to quantum mechanics, the quadratic form of initial decay is unable to decelerate the evolution of the system.
