Fr. 129.00

Correlation and Dependence

English · Hardback

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Description

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The concept of dependence permeates the Earth and its inhabitants in a most profound manner. Examples of interdependent meteorological phenomena in nature and interdependence in the medical, social, and political aspects of our existence, not to mention the economic structures, are too numerous to be cited individually. Moreover, the dependence is obviously not deterministic but of a stochastic nature. However, it seems that none of the departments of statistics, engineering, economics and mathematics in the academic institutions throughout the world offer courses dealing with dependence concepts and measures.This book can thus be viewed as an attempt to remedy the situation, and it has been written for a graduate course or a seminar on correlation and dependence concepts and measures. A modest background in mathematical statistics and probability and integral calculus is required. The book is not a full-scale expedition up another statistical Alp. Rather, it is a tour over a somewhat neglected but important terrain. The chapter on correlation is written for a layman.

List of contents

Notations and definitions; correlation and dependence - an introspection; concepts of dependence and stochastic ordering; copulas; Farlie-Gumbel-Morgenstern models of dependence; global versus local dependence between random variables.

Summary

Examples of interdependent meteorological phenomena in nature and interdependence in medical, social, economic and political aspects of our existence are numerous. This study of dependence concepts and measures requires a modest background in statistics, probability and integral calculus.

Product details

Authors D. Drouet, Dominique Drouet, Dominique (Univ De Bretagne Sud Drouet, Samuel Kotz, Samuel (George Washington Univ Kotz, Kotz S, Dominique Drouet Mari, Kotz Samuel
Publisher Imperial College Press
 
Languages English
Product format Hardback
Released 24.04.2001
 
EAN 9781860942648
ISBN 978-1-86094-264-8
No. of pages 236
Dimensions 223 mm x 159 mm x 20 mm
Weight 454 g
Subject Natural sciences, medicine, IT, technology > Mathematics > Probability theory, stochastic theory, mathematical statistics

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