ON c(n)-GEOMETRIC DISTRIBUTION AND SOME OF ITS PROPERTIES

Okoli, O. C.

Research Article

ON c(n)-GEOMETRIC DISTRIBUTION AND SOME OF ITS PROPERTIES

PUBLISHED

Published: February 28, 2018 Vol/Issue: Volume 2, Issue 1 Pages: 1-13 Language: EN

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IJIETS • COOU

International Journal of Innovative Engineering, Technology & Science (IJIETS)

International Journal of Innovative Engineering, Technology & Science

Authors & affiliations

Okoli, O. C.

Department of Mathematics, Chukwuemeka Odumegwu Ojukwu University, Nigeria.

Abstract

Summary

This work presents a new distribution function that modifies and generalize the classical geometric
distribution which identified as the 𝑐(𝑛)-geometric distribution (simply 𝑛-geometric distribution if
𝑛 ≥ 0 and reverse 𝑛-geometric distribution if 𝑛 < 0.) for every 𝑛 ∈ 𝑍. The associated cumulative
distribution, generating functions and statistics were also established. The results obtained improve,
generalizes and complement the works of several authors in the literature.

Keywords

Index Terms

Geometric Distribution Generating Functions Discrete Random Variables.

Citation & details

How to cite this article

Authors: Okoli, O. C.

Volume/Issue: Volume 2, Issue 1

Pages: 1-13

Published: February 28, 2018

Affiliations: Department of Mathematics, Chukwuemeka Odumegwu Ojukwu University, Nigeria.

Okoli, O. C. (2018). ON c(n)-GEOMETRIC DISTRIBUTION AND SOME OF ITS PROPERTIES. International Journal of Innovative Engineering, Technology & Science (IJIETS), Volume 2, Issue 1, 1-13.

Okoli, O. C.. "ON c(n)-GEOMETRIC DISTRIBUTION AND SOME OF ITS PROPERTIES." International Journal of Innovative Engineering, Technology & Science (IJIETS), vol. Volume 2, Issue 1, 2018, pp. 1-13.

Okoli, O. C.. "ON c(n)-GEOMETRIC DISTRIBUTION AND SOME OF ITS PROPERTIES." International Journal of Innovative Engineering, Technology & Science (IJIETS) Volume 2, Issue 1 (2018): 1-13.

@article{oncngeometricdistributionandsomeofitsproperties2018, author = {Okoli, O. C.}, title = {ON c(n)-GEOMETRIC DISTRIBUTION AND SOME OF ITS PROPERTIES}, journal = {International Journal of Innovative Engineering, Technology & Science (IJIETS)}, year = {2018}, volume = {Volume 2, Issue 1}, pages = {1-13} }

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Published: February 28, 2018
Volume/Issue: Volume 2, Issue 1
Pages: 1-13

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