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On Finding Geodesic Equation of Normal Distribution and Gaussian Curvature

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Document pages: 7 pages

Abstract: In this paper, we apply two different algorithms to find the geodesic equationof the normal distribution. The first algorithm consists of solving a triply partialdifferential equation where these equations originated from the normaldistribution. While the second algorithm applies the well-known DarbouxTheory. These two algorithms draw the same geodesic equation. Finally, weapplied Baltzer R.’s finding to compute the Gaussian Curvature.

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