On Conformal Mappings Onto Compact Einstein Manifolds
作者: Irena HinterleitnerNadezda GusevaJosef Mikeš
论文集英文名称: Proceedings of the Nineteenth International Conference on Geometry, Integrability and Quantization
来源数据库: Project Euclid
DOI: 10.7546/giq-19-2018-132-139
原始语种摘要: In the present paper we prove non-existence theorems for conformal mappings of compact (pseudo-)Riemannian manifolds onto Einstein manifolds without boundary. We obtained certain conditions for which these mappings are only trivial.
全文获取路径: PDF下载  Project Euclid  (合作)

  • Einstein 爱因斯坦
  • Riemannian geometry[数]黎曼几何
  • trivial 微不足道的
  • compact 紧的
  • existence 存在
  • certain 确实的
  • paper 
  • conditions 条件式
  • only 唯一的
  • conformal 保角的