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Journal of Engineering and Applied Sciences

Year: 2019
Volume: 14
Issue: 9 SI
Page No. 10569 - 10571
DOI: 10.36478/jeasci.2019.10569.10571
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Convergence Weibull Distribution to Normal Distribution by using Differential Geometry

Authors : Wasan Abbas Jasim

Abstract: In this research, we use the differential geometry to show that Weibull distribution converges to normal distribution by connecting between differential geometry and statistics. We apply the following equation:

to calculate the Gaussian curvature (k) for Weibull distribution in the case of parametric lines are not orthogonal and show that if it is convergent to normal distribution by comparing the value of Gaussian curvature for Weibull distribution with the value of Gaussian curvature for the normal distribution.

How to cite this article:

Wasan Abbas Jasim , 2019. Convergence Weibull Distribution to Normal Distribution by using Differential Geometry. Journal of Engineering and Applied Sciences, 14: 10569-10571.

DOI: 10.36478/jeasci.2019.10569.10571
URL: https://medwelljournals.com/abstract/?doi=jeasci.2019.10569.10571
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