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Some properties of a closed concircular almost contact manifold

Iulia Elena Hirică, +1 more
- Vol. 9, Iss: 2, pp 25-35
TLDR
In this paper, a skew symetric conformal vector fleld on a closed concircular almost contact manifold was considered and its properties were investigated under the assumption that a skew symmetric Killing vector is tangent to the invariant submanifold.
Abstract
We consider a skew symetric conformal vector fleld on a closed concircular almost contact manifold M and flnd its properties. Also, for a CR-product submanifold M 0 of M, the mean curvature vector fleld of the invariant submanifold and the ∞atness of the antiinvariant submanifold are studied, under the assumption that M 0 admits a skew symmetric Killing vector fleld tangent to the invariant submanifold, such that its generative is tangent to the antiinvariant submanifold.

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Book

Structures on manifolds

Book

Treatise on Analysis

TL;DR: Weyl-Kodaira theory: elliptical differential operators on an interval of R boundary conditions self-adjoint operators associated with a linear differential equation the case of second order equations example -second order equations with periodic-coefficients example -Gelfand-Levitan equations as mentioned in this paper.
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