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Error function
The Error Function Mathematical Physics
Error Functions
Global Minimax Approximations and Bounds for the Gaussian Q-Functionbysumsofexponentials 3
Error and Complementary Error Functions Outline
More Properties of the Incomplete Gamma Functions
NM Temme 1. Introduction the Incomplete Gamma Functions Are Defined by the Integrals 7(A,*)
An Ad Hoc Approximation to the Gauss Error Function and a Correction Method
Gammachi: a Package for the Inversion and Computation of The
6.2 Incomplete Gamma Function, Error Function, Chi-Square Probability Function, Cumulative Poisson Function
FT. the Second Fundamental Theorem of Calculus
Short Course on Asymptotics Mathematics Summer REU Programs University of Illinois Summer 2015
Error Functions, Mordell Integrals and an Integral Analogue of Partial Theta Function
A Table of Integrals of the Error Functions*
Table of the Zeros and Weight Factors of the First 20 Hermite Polynomials
Table of Integrals Related to Error Function by Nikolai E
List of Integrals of Exponential Functions 1 List of Integrals of Exponential Functions
6.2 Incomplete Gamma Function, Error Function, Chi-Square Probability
High Accurate Simple Approximation of Normal Distribution Integral
Top View
A Table of Integrals of the Error Function. II. Additions and Corrections*
Mathematical Tables and Algorithms
The Gaussian Or Normal Probability Density Function Author: John M
The Complementary Error Function
Arxiv:1605.08904V1 [Math.NT] 28 May 2016 O Hs Ye Fintegrals
Uniform Asymptotic Expansions of the Incomplete Gamma Functions and the Incomplete Beta Function
The Error Function and the Probability of Rare Events Let X ∼ N(50, 100)
Error Estimates for Dominici's Hermite Function
Integration in Finite Terms with Special Functions: Error Functions, Logarithmic Integrals and Polylogarithmic Integrals
The Inverse of the Cumulative Standard Normal Probability Function
6.2 Incomplete Gamma Function, Error Function, Chi-Square Probability Function, Cumulative Poisson Function
Accurate Approximations for the Complex Error Function with Small Imaginary Argument
Evolving the Best Known Approximation to the Q Function
A Report on Error Function
Inverse of the Error Function
Appendix A. Error Function and Its Derivative [4.12] Erf X 2 -X" Erf X X
Asymptotics and Closed Form of a Generalized Incomplete Gamma Function
Complex Zeros of the Error Function and of the Complementary Error Function
The Functions Erf and Erfc Computed with Arbitrary Precision and Explicit Error Bounds Sylvain Chevillard
On the Computation of Incomplete Gamma Functions in the Complex Domain *
Approximations to the Normal Distribution Function and an Extended Table for the Mean Range of the Normal Variables
Solution for the Indefinite Integral of the Standard Normal Probability