论文标题
海森伯格组的低编码符号的常规子曼属的区域公式
Area formula for regular submanifolds of low codimension in Heisenberg groups
论文作者
论文摘要
我们建立了一个面积公式，用于海森堡组中固有规则定期亚曼叶的球形量度。相对于任意均匀距离计算球形度量。在证明的参数中，我们指出了固有图的不同性能和内在可区分函数的链条规则。
We establish an area formula for the spherical measure of intrinsically regular submanifolds of low codimension in Heisenberg groups. The spherical measure is computed with respect to an arbitrary homogeneous distance. Among the arguments of the proof, we point out the differentiability properties of intrinsic graphs and a chain rule for intrinsic differentiable functions.
