How to Submit
Browse
Events
Communities
About

Review on the Gamma Function and Error Correction

10 April 2023, Version 1
Working Paper
This content is an early or alternative research output and has not been peer-reviewed by Cambridge University Press at the time of posting.

Abstract

This paper presents a newly extended gamma function for positive real number x≥1 and correct the error in the existing gamma function. The newly extended gamma function is a special function to compute the factorial for positive real values by the integral.

Keywords

computation
factorial function
approximation
real number

Comments

Comments are not moderated before they are posted, but they can be removed by the site moderators if they are found to be in contravention of our Commenting and Discussion Policy [opens in a new tab] - please read this policy before you post. Comments should be used for scholarly discussion of the content in question. You can find more information about how to use the commenting feature here [opens in a new tab] .
This site is protected by reCAPTCHA and the Google Privacy Policy [opens in a new tab] and Terms of Service [opens in a new tab] apply.

Now Published

Review on the Gamma Function and Error Correction [opens in a new tab]
Chinnaraji Annamalai journal article
SSRN Electronic Journal
Online publication date: 2023

Version History

Apr 10, 2023 Version 1

Metrics

300
334
0
Views
Downloads
Citations

License

CC logo
CC
BY logo
BY
The content is available under CC BY 4.0 [opens in a new tab]

DOI

10.33774/coe-2023-b3xsg
D O I: 10.33774/coe-2023-b3xsg [opens in a new tab]

Author’s competing interest statement

The author(s) have declared they have no conflict of interest with regard to this content

Ethics

The author(s) have declared ethics committee/IRB approval is not relevant to this content

Share