ST - 361 Distribution Theory - II | Book Publisher International

 In this book of classification theory, probability density functions of various distributions are defined and their possessions are studied. It explains the main operations on distributions, such as gettv mean, median, mode, quartiles, irregularity, correlation middle from two points 2 variables etc.This book serves as a comprehensive introduction to distributions like Weibull, Laplace, Lognormal, Truncated Normal, Pareto and Bivariate Normal. It survey the mathematical foundations of distributions, their concerning mathematics properties, and their union properties.In addition to the foundational facets, the book explores differing applications of distribution hypothesis. The book includes abundant examples, exercises.

Author(s) Details:

Malati C. Yeola,
Department of Statistics, Ahmednagar College, Ahmednagar, Maharashtra, India and Savitribai Phule Pune University, Pune, India.

 Please see the link here: https://stm.bookpi.org/STDT-II/article/view/11909

Estimation of a Parameter of Certain Bivariate Distributions with Equal Coecients of Variation by Concomitants of Record Values | Chapter 1 | Theory and Practice of Mathematics and Computer Science Vol. 1

 

In this work, we deals with the estimation of a parameter of some bivariate distributions with equal

coe_cients of variation by concomitants of record values.We consider the problem of estimation of

the parameter _2 involved in Bivariate Normal distribution(BVND), Morgenstern type bivariate

logistic distribution(MTBLD) and Morgenstern type bivariate exponential distribution(MTBED)

with equal coe_cients of variation by concomitants of upper record values.

Author (s) Details

N. K. Sajeevkumar

Department of Statistics, Government College Kariavattom, Thiruvananthapuram-695581, India.

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