Abstract
The first purpose of this paper is to study contact CR submanifolds of Sasakian manifolds and investigate some properties concernig with <TEX>${\phi}$</TEX>-holomorphic bisectional curvature. The second purpose is to show an existence theorem of mixed foliate proper contact CR submanifolds in the standard Sasakian space form <TEX>$E^{2m+1}$</TEX>(-3) with constant <TEX>${\phi}$</TEX>-sectional curvature -3.
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