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Remarks on homogeneous solitons of the G$_2$-Laplacian flow

Published 30 May 2019 in math.DG | (1905.13078v1)

Abstract: We show the existence of expanding solitons of the G$_2$-Laplacian flow on non-solvable Lie groups, and we give the first example of a steady soliton that is not an extremally Ricci pinched G$_2$-structure.

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Authors (2)

  1. Anna Fino 
  2. Alberto Raffero 

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