Remarks on Riemann and Ricci solitons in $(\alpha ,\beta )$-contact metric manifolds

Abstract

We study almost Riemann solitons and almost Ricci solitons in an $(\alpha ,\beta )$-contact metric manifold satisfying some Ricci symmetry conditions, treating the case when the potential vector field of the soliton is pointwise collinear with the structure vector field.

References in corpus (1)

• Riemann flow and Riemann wave via bialternate product Riemannian metric