|
Abstract
|
The (n+1)-dimensional almost metric contact submanifolds wuth
maximal CR− submanifolds of (n − 1) in the Kenmotsu space forms classified
such that n > 5 and h(FX, Y )−h(X, FY ) = g(FX, Y )ζ for vector fields X, Y
tangent to M, where h and F denote the second fundamental form and a skewsymmetric
endomorphism acting on the tangent space of M, respectively, and
ζ a non zero normal vector field to M.
|