Explicit Soliton for the Laplacian Co-Flow on a Solvmanifold
arXiv:1902.02874 · doi:10.1007/s40863-019-00134-7
Abstract
We apply the general Ansatz in geometric flows on homogeneous spaces proposed by Jorge Lauret for the Laplacian co-flow of invariant -structures on a Lie group, finding an explicit soliton on a particular almost Abelian -manifold.
Minor corrections, proof's Lemma 4.1 modified