3 citations · 8 across the 29 of their papers we have counts for
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-Ricci solitons and -Einstein metrics on weak -Kenmotsu -manifolds
Vladimir Rovenski
Recent interest among geometers in -structures of K. Yano is due to the study of topology and dynamics of contact foliations, which generalize the flow of the Reeb vector field…
Weak quasi contact metric manifolds and new characteristics of K-contact and Sasakian manifolds
Vladimir Rovenski
Quasi contact metric manifolds (introduced by Y. Tashiro and then studied by several authors) are a natural extension of the contact metric manifolds. Weak almost contact metric ma…
Geometric inequalities for CR-submanifolds
Mirjana Djorić, Vladimir Rovenski
We study two kinds of curvature invariants of Riemannian manifold equip\-ped with a complex distribution (for example, a CR-submanifold of an almost Hermitian manifold) related…
Weak Almost Contact Structures: a Survey
Vladimir Rovenski
Weak almost contact manifolds, i.e., the linear complex structure on the contact distribution is replaced by a nonsingular skew-symmetric tensor, defined by the author and R. Wolak…
Godbillon-Vey type functional for almost contact manifolds
Vladimir Rovenski
Many contact metric manifolds are critical points of curvature functionals restricted to spaces of associated metrics. The Godbillon-Vey functional has never been considered in a v…
Characterization of Sasakian manifolds
Vladimir Rovenski
Weak contact metric manifolds, i.e., the linear complex structure on the contact distribution is replaced by a nonsingular skew-symmetric tensor, defined by the author and R. Wolak…
Foliated structure of weak nearly Sasakian manifolds
Vladimir Rovenski
Weak contact metric manifolds, i.e., the linear complex structure on the contact distribution is replaced by a nonsingular skew-symmetric tensor, defined by the author and R. Wolak…