Geometric Properties of Weakly Berwald Space with Some (α,β)-metric
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Abstract
The (α,β)-metric is a Finsler metric which is contstructed from a Riemann- ian metric (α,β)and a di(α,β)erential 1-form ¯. In this paper Finsler space with some (α,β); ¯)-metrics like L = ((α,β) + ¯)2=(α,β) and L2 = 2(α,β)¯ becomes weakly Berwald spaces under some geometric and algebraic conditions.
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Narasimhamurthy, S., kumari, G., & Bagewadi, C. (2007). Geometric Properties of Weakly Berwald Space with Some (α,β)-metric. Journal of the Tensor Society, 5(01), 1-13. https://doi.org/10.56424/jts.v5i01.10446
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