Finslerian Hypersurface and its Generalized Matsumoto changed Space
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Abstract
The present paper is devoted to study of three kind of hyperplane and generalized Matsumoto β-change of Finsler metric. Here β = bj (x,y)yi , bi(x,y) is h-vector in (Mn,L). the h-vector bi is v covariently constant with respect to Cartan’s connection C and satisfies the relation L bh = hij and not only a function of coordinate but it also a function of directional arguments.
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Srivastava, A., & Arya, M. (2009). Finslerian Hypersurface and its Generalized Matsumoto changed Space. Journal of the Tensor Society, 3(01), 37-47. https://doi.org/10.56424/jts.v3i00.9970
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