Extremals for the Sobolev Inequality and the Quaternionic Contact Yamabe Problem
Extremals for the Sobolev Inequality and the Quaternionic Contact Yamabe Problem
复制标题
DOI：
10.1142/7647
复制
发表时间：
2011-03
期刊：
影响因子：
--
通讯作者：
S. Ivanov;D. Vassilev
中科院分区：
文献类型：
--
作者：
S. Ivanov;D. Vassilev
分析：海森堡和岩泽型卡诺群上与Sobolev不等式有关的变分问题岩泽型几何群上Yamabe方程对称解的显式解：四元数接触流形-联络、曲率和QC-爱因斯坦结构四元数接触共形曲率张量四元数接触Yamabe原点和QC球面的Yamabe常数CR流形-Cartan和Chern-Moser张量和定理。
Analysis: Variational Problems Related to Sobolev Inequalities on Carnot Groups Groups of Heisenberg and Iwasawa Types Explicit Solutions to the Yamabe Equation Symmetries Solutions on Groups of Iwasawa Type Geometry: Quaternionic Contact Manifolds - Connection, Curvature and qc-Einstein Structures Quaternionic Contact Conformal Curvature Tensor The Quaternionic Contact Yamabe Pronlem and the Yamabe Constant of the qc Spheres CR Manifolds - Cartan and Chern-Moser Tensor and Theorem.