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Comparative Statistical Inference 3e: Wiley Series in Probability and Statistics

Autor V Barnett
en Limba Engleză Hardback – 20 mai 1999
Much has happened in the field of inference and decision making during the past decade or so. This fully updated and revised third edition of Comparative Statistical Inference presents a wide ranging, balanced account of the fundamental issues across the full spectrum of inference and decision making. As in earlier editions, the material is set in a historical context to more powerfully illustrate the ideas and concepts.
  • Includes fully updated and revised material from the successful second edition
  • Discusses all recent major developments
  • Particular attention is given to the nature and importance of basic concepts (probability, utility, likelihood, etc.)
  • Includes extensive references and bibliograph
Recent changes in emphasis, principle and methodology are carefully explained and evaluated. These include major developments in the use of modified forms of the likelihood function, the computational and interpretative advantages opened up by the Gibbs sampler and Markov Chain Monte Carlo methods, advances in predictive methods in classical Bayesian contexts (including the prequential approach) and broader incorporation of multiparameter issues. With the many additions and changes, the essence of this successful book remains unchanged providing the reader with a thorough explanation of the many approaches to inference and decision making.
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Specificații

ISBN-13: 9780471976431
ISBN-10: 0471976431
Pagini: 410
Dimensiuni: 158 x 239 x 27 mm
Greutate: 0.68 kg
Ediția:3rd Edition
Editura: Wiley
Seria Wiley Series in Probability and Statistics

Locul publicării:Chichester, United Kingdom

Public țintă

This book is aimed at the inexperienced statistician, and will provide essential background reading for the advanced undergraduate.

Notă biografică


Descriere

Statistical inference is the process of drawing conclusions based upon the available data on the measurement of uncertainty of a defined event. It allows one to draw a conclusion or a generalization from the available data. , i.e. if there is smoke there is a good probability there is a fire.