In this paper, we give some classifications of the k-Yamabe solitons on the hypersurfaces of
the Euclidean spaces from the vector field point of view. In several results on k-Yamabe …

In this paper, some sufficient conditions of almost Yamabe solitons are established, such
that the solitons are Yamabe metrics, by which we mean metrics of constant scalar …

Classifications of quotion Yamabe solitons on Euclidean submanifolds with concurrent vector
fields Page 1 International Journal of Geometric Methods in Modern Physics Vol. 18, No. 7 …

A note on almost Yamabe solitons Page 1 Glasgow Mathematical Journal (2023), 1–5 doi:10.1017/S0017089523000411
RESEARCH ARTICLE A note on almost Yamabe solitons Wagner Oliveira Costa-Filho …

1. WHAT IS DIFFERENTIAL GEOMETRY? WHERE IS IT USED? Differential geometry
studies the geometry of curves, surfaces, and higher dimensional smooth manifolds. It uses …

Differential geometry of position vector fields of Euclidean submanifolds Page 1 Differential
geometry of position vector fields of Euclidean submanifolds Bang-Yen Chen Michigan …

In this paper, we give some classifications of the k-Yamabe solitons on the hypersurfaces of
the Euclidean spaces from the vector field point of view. In several results on k-Yamabe …

In this paper, we give some classifications of the k-Yamabe solitons on the hypersurfaces of
the Euclidean spaces from the vector field point of view. In several results on k-Yamabe …