Call for Papers : Volume 15, Issue 03, March 2024, Open Access; Impact Factor; Peer Reviewed Journal; Fast Publication

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Study on semiconformal kaehlerian recurrent and symmetric spaces of second order

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Walker (1950) studied on Ruse’s spaces of recurrent Curvature. Singh (1971) studied on Kaehlerian spaces with recurrent Bochner Curvature tensor. Ishii [8] introduced the notion of Conharmonic transformation under which a harmonic function transforms into a harmonic function. Negi and Rawat (1994) studied some bi-recurrent and bi-symmetric properties in a Kaehlerian space. Further, Rawat and Kumar [13] studied Weyl-Sasakian Projective and Weyl-Sasakian Conformal bi-recurrent and bi-symmetric spaces. In the present paper, we have studied and defined Semiconformal Kaehlerian recurrent and symmetric spaces of second order. Several Theorems also have been established and proved therein.

Author: 
Rawat, K.S. and Sandeep Chauhan
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