Circular statistics in R
 Responsibility
 Arthur Pewsey, Markus Neuhäuser, Graeme D. Ruxton.
 Language
 English.
 Edition
 First edition.
 Publication
 Oxford : Oxford University Press, 2013.
 Copyright notice
 ©2013
 Physical description
 xiv, 183 pages : illustrations ; 24 cm
Access
Available online
Math & Statistics Library
Stacks
Call number  Status 

QA276 .P49 2013  Unknown 
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Creators/Contributors
 Author/Creator
 Pewsey, Arthur, author.
 Contributor
 Neuhäuser, Markus, author.
 Ruxton, Graeme D., author.
Contents/Summary
 Bibliography
 Includes bibliographical references (pages [173]178) and index.
 Contents

 1. Introduction  2. Graphical representation of circular data  3. Circular summary statistics  4. Distribution theory and models for circular random variables  5. Basic inference for a single sample  6. Model fitting for a single sample  7. Comparing two or more samples of circular data  8. Correlation and regression.
 (source: Nielsen Book Data)9780199671137 20160612
 Publisher's Summary
 Circular Statistics in R provides the most comprehensive guide to the analysis of circular data in over a decade. Circular data arise in many scientific contexts whether it be angular directions such as: observed compass directions of departure of radiocollared migratory birds from a release point; bond angles measured in different molecules; wind directions at different times of year at a wind farm; direction of stressfractures in concrete bridge supports; longitudes of earthquake epicentres or seasonal and daily activity patterns, for example: data on the times of day at which animals are caught in a camera trap, or in 911 calls in New York, or in internet traffic; variation throughout the year in measles incidence, global energy requirements, TV viewing figures or injuries to athletes. The natural way of representing such data graphically is as points located around the circumference of a circle, hence their name. Importantly, circular variables are periodic in nature and the origin, or zero point, such as the beginning of a new year, is defined arbitrarily rather than necessarily emerging naturally from the system. This book will be of value both to those new to circular data analysis as well as those more familiar with the field. For beginners, the authors start by considering the fundamental graphical and numerical summaries used to represent circular data before introducing distributions that might be used to model them. They go on to discuss basic forms of inference such as point and interval estimation, as well as formal significance tests for hypotheses that will often be of scientific interest. When discussing model fitting, the authors advocate reduced reliance on the classical von Mises distribution; showcasing distributions that are capable of modelling features such as asymmetry and varying levels of kurtosis that are often exhibited by circular data. The use of likelihoodbased and computerintensive approaches to inference and modelling are stressed throughout the book. The R programming language is used to implement the methodology, particularly its "circular" package. Also provided are over 150 new functions for techniques not already covered within R. This concise but authoritative guide is accessible to the diverse range of scientists who have circular data to analyse and want to do so as easily and as effectively as possible.
(source: Nielsen Book Data)9780199671137 20160612
Bibliographic information
 Publication date
 2013
 Copyright date
 2013
 ISBN
 9780199671137 (paperback)
 0199671133 (paperback)