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The present paper treats with a subfoliation of a CRfoliation
F on an almost Hermitian manifold M. When M is locally
conformal almost K¨ahler, it has three CR-foliations. We show that
a CR-foliation F on such manifold M admits a canonical subfoliation
D⊥
F defined by its totally real subbundle. Furthermore, we
investigate some cohomology classes for D⊥
F. Finally, we construct
a new one from an old locally conformal almost K¨ahler (in particular,
an almost generalized Hopf) manifold.
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