Remarks on almost Riemann solitons with gradient or torse-forming vector field

We consider almost Riemann solitons $$(V,\lambda )$$ in a Riemannian manifold and underline their relation to Ricci solitons. When V is of gradient type, using Bochner formula, we explicitly express the function $$\lambda $$ by means vector field illustrate result with suitable examples. Moreover, deduce some properties for particular cases when potential soliton solenoidal or torse-forming, special view towards curvature.