Generalized Methods for Generating Moments of Continuous Distribution
moment generating functions, bivariate distributions, continuous random variables, joint pdf
Abstract
We propose a method of obtaining the moment of some continuous bi-variate distributions with parameters 1 1 2 2 , , and considered are non-negative real numbers that need not be integers. The results obtained using ( , ) n g c d are the same as results obtained using other methods such as moment generating functions when they exist.
Downloads
How to Cite
References
A Baisnab, J Manoranjan (1993) Elements of Probability and Statistics. 208-232.
J Freund (1992) Mathematical Statistics. 161-177.
William Hay (1973) Statistics for the social sciences: Holt, Rinchart and Winston Inc New York. 778-780.
M Spiegel (1998) Theory and Problems of Statistics. 261-264.
Barakat Animasahun, Omotola Ajayi, Faith Lawani, Elizabeth Disu (2003) Ebstein's Anomaly, Possible Newly Implicated Drug Aetiology? A Case Report. 8(1), 18-20.
Published
2014-10-29
Issue
Section
License
Copyright (c) 2014 Authors and Global Journals Private Limited

This work is licensed under a Creative Commons Attribution 4.0 International License.