HIGHLIGHTS
- who: Rakesh Kumar and collaborators from the (UNIVERSITY) have published the paper: On Sectional Curvatures of ( )-Sasakian Manifolds, in the Journal: (JOURNAL) of 24/05/2007
SUMMARY
If, moreover, this structure is normal, that is, if + φ2 - φ[X,φY ] - φ[φX,Y ]=-2dη(X,Y )ξ, then the -contact metric structure is called an -Sasakian structure, and manifold endowed with this structure is called an -Sasakian manifold. (2.5) And by using (2.5), the authors obtain the following set of equations: R(X,Y )Z=-φR(X,Y )φZ + g(Y,Z)X - g . . .
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