关于Heisenberg型群上次Laplace算子的唯一延拓性

On unique continuation property for the sub-Laplacian in groups of Heisenberg type

通过研究Heisenberg型群球面函数的性质,得到带奇异位势的次Laplace方程解的唯一延拓性,推广了文献中的相关结论.

In this paper, properties of the spherical function in groups of Heisenberg type are established, and then some unique continuation results of solutions for the sub-Laplace equation with the singular potential are obtained.