Mathematics

Manoj Kumar, C. K. Mishra

2021.1.28Journal of the Indian Mathematical Society

DOI: 10.18311/jims/2021/26632

tlooto Summary

Conformal Kropina transformation of m-th root metric explores fundamental metric tensors and Spray coefficients for locally projectively flat conditions.

Abstract

In this paper, we consider conformal Kropina transformation of m -th root metric and for this find Fundamental metric tensors and Spray coefficients. Moreover, condition for locally projectively flat on conformal Kropina transformation of m -th root metric has been found.

Citation format

KUMAR, Manoj; MISHRA, C. K. On conformal kropina transformation of m-th root metrics. Journal of the Indian Mathematical Society, 2021, 88: 97–104.