Abstract:This paper introduces the concept of an almost quasi-para-Sasakian manifold, which differs from the previously known quasi-para-Sasakian structure in that it is not a normal structure. Instead, it possesses a weaker property called almost normality, similar in properties to integrable tensor structures. Several examples are given, including an almost quasi-para-Sasakian structure defined on the distribution of zero curvature of a sub-Riemanni-an manifold of contact type.
An extended connection with skew-… Show more
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