K-constant type Kahler and Nearly Kahler manifoldsfor conharmonic curvature tensor, 2016
Abstract
The constant of permanence conharmonic type kahler and nearly kahler manifold conditions... more Abstract The constant of permanence conharmonic type kahler and nearly kahler manifold conditions are obtained when the NearlyKahler manifold is a manifold conharmonic constant type(K). and also proved thatM nearly kahler manifold of pointwise constant holomorphic sectional conharmonic (PHKm(X)) –curvature) curvature tensor if the components of holomorphic sectional(HS-curvature) curvature tensor in the adjointG-structure space that satisfies condition.
K-constant type Kahler and Nearly Kahler manifoldsfor conharmonic curvature tensor, 2016
Abstract
The constant of permanence conharmonic type kahler and nearly kahler manifold conditions... more Abstract The constant of permanence conharmonic type kahler and nearly kahler manifold conditions are obtained when the NearlyKahler manifold is a manifold conharmonic constant type(K). and also proved thatM nearly kahler manifold of pointwise constant holomorphic sectional conharmonic (PHKm(X)) –curvature) curvature tensor if the components of holomorphic sectional(HS-curvature) curvature tensor in the adjointG-structure space that satisfies condition.
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Papers by rana hazim
The constant of permanence conharmonic type kahler and nearly kahler manifold conditions are obtained when the NearlyKahler manifold is a manifold conharmonic constant type(K). and also proved thatM nearly kahler manifold of pointwise constant holomorphic sectional conharmonic (PHKm(X)) –curvature) curvature tensor if the components of holomorphic sectional(HS-curvature) curvature tensor in the adjointG-structure space that satisfies condition.
The constant of permanence conharmonic type kahler and nearly kahler manifold conditions are obtained when the NearlyKahler manifold is a manifold conharmonic constant type(K). and also proved thatM nearly kahler manifold of pointwise constant holomorphic sectional conharmonic (PHKm(X)) –curvature) curvature tensor if the components of holomorphic sectional(HS-curvature) curvature tensor in the adjointG-structure space that satisfies condition.