论文标题
矩动态和经典扩散型GKSL方程的固定状态
Moments dynamics and stationary states for classical diffusion-type GKSL equations
论文作者
论文摘要
获得了GKSL方程的矩和查找固定高斯状态的方法的明确动力学。在我们的情况下，GKSL方程对应于Wiener随机过程。这样的方程式包含一个双换向器，可以理解为第二空间衍生物的量子类似物。
The explicit dynamics of the moments for the GKSL equation and the approach in finding stationary Gaussian states are obtained. In our case the GKSL equation corresponds to Wiener stochastic processes. Such equations contain a double commutator which can be understood as a quantum analog of the second spatial derivative.
