A New Approximation to Standard Normal Distribution Function

Authors

  • Malki Abderrahmane

  • Boukhetala Kamel

cumulative distribution function, normal distribution, maximum absolute error

Abstract

Abstract not found

Downloads

How to Cite

A New Approximation to Standard Normal Distribution Function. (2017). Global Journal of Science Frontier Research, 17(F6), 1-7. https://journalofscience.org/index.php/GJSFR/article/view/2118

References

Khaled Aludaat, M Alodat (2008) On the beta cumulative distribution function. 12(10), 461-466.

A Choudhury, S Ray, P Sarkar (2007) Approximating the Cumulative Distribution Function of the Normal Distribution. 41(1), 59-67.

A Choudhury (2014) A Simple Approximation to the Area under Standard Normal Curve. 2(3), 147-149.

H Hammakar (1978) Approximating the Cumulative Normal Distribution and its Inverse. 27(1), 76.

R Hart (1957) A Formula for the Approximation of Definite Integrals of the Normal Distribution Function. 11(60).

Jinn-Tyan Lin (1990) A Simpler Logistic Approximation to the Normal Tail Probability and its Inverse. 39(2), 255.

G Polya (1945) Remarks on computing the probability integral in one and two dimensions. 63-78.

Gary Waissi, Donald Rossin (1996) A sigmoid approximation of the standard normal integral. 77(1), 91-95.

A New Approximation to Standard Normal Distribution Function

Published

2017-11-08

How to Cite

A New Approximation to Standard Normal Distribution Function. (2017). Global Journal of Science Frontier Research, 17(F6), 1-7. https://journalofscience.org/index.php/GJSFR/article/view/2118