(α, β, γ) – Metric and its Properties
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Abstract
In the present paper, we have introduced the concept of (α, β, γ) – metric and find some important tensors for (α, β, γ) – metric, where α = { aij (x) y^i y^j}^1/2, 1- form β = bi (x) y^i and cubic metric. γ = { aijk (x) y^i y^j y^k}^ 1/3. We have also considerd the hypersurface given the equation b(x) = constant of the Finsler space with the(α, β, γ) – metric given by L= L (α, β, γ).
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Pandey, R., & Singh, N. (2020). (α, β, γ) – Metric and its Properties. Journal of the Tensor Society, 14(01), 1-8. https://doi.org/10.56424/jts.v14i01.10611
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