论文标题
在半线上进行的热量方程的基本解决方案，带有漂移和差异边界条件
The Fundamental Solution for the Heat Equation on the half-line with Drift and Dirichlet Boundary Condition
论文作者
论文摘要
通过一种概率方法，我们提供了与在半线上相关的cauchy问题的明确基本解决方案，其恒定漂移和Dirichlet边界条件为零。
By a probabilistic method we provide an explicit fundamental solution of the Cauchy problem associated to the heat equation on the half-line with constant drift and Dirichlet boundary condition at zero.
