摘要
利用Greiner算子的次椭圆平均值定理,对一类微分不等方程的解建立唯一延拓性.所得结果是对Heisenberg群上Kohn-Laplace算子相应结果的发展.
Using the mean value theorem of Greiner sub-elliptic operator,we prove some unique continuation results for solutions to differential inequalities.The results conclude the corresponding conclusion of Kohn-Laplacian in the Heisenberg group.
出处
《赣南师范学院学报》
2010年第3期3-5,共3页
Journal of Gannan Teachers' College(Social Science(2))
关键词
Greiner算子
唯一延拓性
次椭圆平均值定理
Greiner operator
unique continuation
mean value theorem of the sub-elliptic operator.
