论文标题
具有随机重置的乌鸦木村模型的非扰动现象
The non-perturbative phenomenon for the Crow Kimura model with stochastic resetting
论文作者
论文摘要
我们考虑通过随机重置修改的乌鸦木村模型。有两个主要不同的情况：首先，当重置系统跳至低健身状态时，在这种情况下，一切都很简单，我们有一个解决方案，这是对标准的crow-kimura模型案例的稍作修改。当重置高位状态时，通过重置概率存在非扰动现象，即使是最小的重置概率也会大大改变解决方案。我们在此阶段发现了两个子。
We consider the Crow Kimura model, modified via stochastic resetting. There are two principally different situations: First, when due to resetting the system jumps to the low fitness state, everything is rather simple in this case, we have a solution which is a slight modification of the standard Crow-Kimura model case. When there is resetting to the high-fitness state, there is a non-perturbative phenomenon via the resetting probability, even a minimal resetting probability drastically changes the solution. We found two subphases in this phase.
