We esatblish conditions that allow us to reduce the codimension of a slant submanifold of an almost contact metric manifold which falls in the Chinea-Gonzales class $C-5oplus C_{12}$. The Reeb vector field of the ambient space is assumwed to be orthogonal to the considered submanifolds.
Some reduction theorems for even-dimensional slant submanifolds of a $C_5oplus C-12$-manifold
S. de Candia;m. Falcitelli
2021-01-01
Abstract
We esatblish conditions that allow us to reduce the codimension of a slant submanifold of an almost contact metric manifold which falls in the Chinea-Gonzales class $C-5oplus C_{12}$. The Reeb vector field of the ambient space is assumwed to be orthogonal to the considered submanifolds.File in questo prodotto:
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