论文标题
线性化三波动力学方程的经典近似
Classical approximation of a linearized three waves kinetic equation
论文作者
论文摘要
获得了三波动力学方程的经典近似的基本解，该方程在临界温度附近的玻色子的凝结气体的动力学理论中发生。事实证明，它在合适的分布空间中是独一无二的，并描述了其几种属性。基本解决方案用于解决一般初始数据类别的初始值问题。
The fundamental solution of the classical approximation of a three waves kinetic equation that happens in the kinetic theory of a condensed gas of bosons near the critical temperature is obtained. It is also proved to be unique in a suitable space of distributions and several of its properties are described. The fundamental solution is used to solve the initial value problem for a general class of initial data.
