• Volume
    60
  • Year
    2017
  • Page
    253-268
  • Source
    Canadian Mathematical Bulletin
  • Format Published
    PDF
  • Descriptors

    Finsler metric , scalar curvature , Yamabe problem

  • Abstract
    In this paper, a newnotion of scalar curvature for a Finslermetric F is introduced, and two conformal invariants Y(M, F) and C(M, F) are deûned. We prove that there exists a Finslermetric with constant scalar curvature in the conformal class of F if the Cartan torsion of F is suõciently small and Y(M, F)C(M, F) < Y(Sn) where Y(Sn) is the Yamabe constant of the standard sphere.
  • Call. No.
    EA 94
  • IndexDate
    1397/11/01
  • Indexer
    Dashagha
  • Title of Article

    On a Yamabe Type Problem in Finsler Geometry

  • RecordNumber
    95
  • Issue/Number
    2
  • Author/Authors

    Chen, Bin , Zhao, Lili

    • Link To Document
    https://library.iut.ac.ir/dl/search/default.aspx?Term=95&Field=0&DTC=150