Physics and geometries of a manifold associated with a generalized quarter-symmetric non-metric connection

Di Zhao, Tal-Yun Ho, Chol-yong Jon, Fengyun Fu

Abstract


The present paper investigates  the fundamental physical invariants under some transform groups, and confirms some geometric characteristics of a manifold  associated with some connections. This article firstly introduces a generalized quarter-symmetric non-metric connection family and studies systematically its geometrical properties. The present paper also  arrives at  the interesting projective invariant of the generalized quarter-symmetric non-metric connection family.

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