Geometries of a manifold with a symmetric-type quarter-symmetric non-metric connection

Di Zhao, Talyun Ho, Cholyong Jon

Abstract


We introduce a symmetric-type quarter-symmetric non-metric connection family in a Riemannian
manifold and study its geometrical properties. We also study the Schur's theorem of the symmetric-type

quarter-symmetric projective non-metric connection family and the symmetric-type quarter-symmetric
conformal non-metric connection family.


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