Remarks on homogeneous solitons of the G-Laplacian flow
arXiv:1905.13078 · doi:10.5802/crmath.39
Abstract
We show the existence of expanding solitons of the G-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-structure.
6 pages