论文标题
liouville定理在海森伯格集团上针对班级半线性椭圆形问题
Liouville theorem for a class semilinear elliptic problem on Heisenberg group
论文作者
论文摘要
我们获得了Heisenberg Group上经典的半线性亚临界椭圆方程的整个Liouville型定理。还证明了孤立的奇异性附近的次数估计值。证明的灵魂是先验的积分估计，它是根据杰里森和李的广义公式推论出来的。
We obtain an entire Liouville type theorem to the classical semilinear subcritical elliptic equation on Heisenberg group. A pointwise estimate near the isolated singularity was also proved. The soul of the proofs is an a priori integral estimate, which deduced from a generalized formula of that found by Jerison and Lee.
