Classification of lorentzian lie groups based on codazzi tensors associated with yano connections

HIGHLIGHTS

  • who: Jiajing Miao and collaborators from the School of Mathematics, Mudanjiang Normal University, Mudanjiang, China have published the research work: Classification of Lorentzian Lie Groups Based on Codazzi Tensors Associated with Yano Connections, in the Journal: Symmetry 2022, 14, 1730. of /2022/
  • what: The main results of this paper are listed in Table 1 which shows the conditions that Ricci tensors associated with Yano connections is Codazzi tensors associated with Yano connections on { Gi }i=1,2,...,7.

SUMMARY

    A Codazzi tensor is a symmetric 2-tensor whose covariant derivative is . . .

     

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