Our systems are now restored following recent technical disruption, and we’re working hard to catch up on publishing. We apologise for the inconvenience caused. Find out more

Recommended product

Popular links

Popular links


Principles of Statistical Inference

Principles of Statistical Inference

Principles of Statistical Inference

D. R. Cox, Nuffield College, Oxford
August 2006
Paperback
9780521685672

    In this definitive book, D. R. Cox gives a comprehensive and balanced appraisal of statistical inference. He develops the key concepts, describing and comparing the main ideas and controversies over foundational issues that have been keenly argued for more than two-hundred years. Continuing a sixty-year career of major contributions to statistical thought, no one is better placed to give this much-needed account of the field. An appendix gives a more personal assessment of the merits of different ideas. The content ranges from the traditional to the contemporary. While specific applications are not treated, the book is strongly motivated by applications across the sciences and associated technologies. The mathematics is kept as elementary as feasible, though previous knowledge of statistics is assumed. The book will be valued by every user or student of statistics who is serious about understanding the uncertainty inherent in conclusions from statistical analyses.

    • Authoritative: D. R. Cox is the pre-eminent statistician - both theoretical and applied - unrivalled in scope and experience
    • Balanced: careful comparison of frequentist and Bayesian approaches allows readers to form their own opinion of advantages and disadvantages
    • Compact: concise, conceptual explanations use mathematics but avoid technicalities

    Reviews & endorsements

    "A deep and beautifully elegant overview of statistical inference, from one of the towering figures who created modern statistics. This book should be essential reading for all who call themselves 'statistician'."
    David Hand, Imperial College London

    "On one level, it is a very useful and interesting introduction to statistical theory. On another level, it is a welcome personal statement by one of the foremost contributors to the foundations of inference."
    M.E. Thompson, University of Waterloo, ISI Short Book Reviews

    "The explanations of key concepts are written so clearly... that they may be understood even if the mathematical details are skipped. Hence, Principles of Statistical Inference may serve as a resource even for those without the
    Sarah Boslaugh, MAA Online Read This!

    "Cox’s Principles aims to describe and discuss fundamental tenets of statistical inference without deriving or proving anything. The result, a no-math tour through all of the major results, clearly achieves this aim and does so without “dumbing down” the subject in the least. On the contrary, the arguments leading up to important results and the discussions of the role of these results in statistical theory and practice are thorough and sophisticated. There are equations, used when equations are naturally needed to explain something. There just aren’t any proofs. The point is not to show the reader how to do mathematical statistics, but rather to explain to the reader what principles are involved in the process and why they are important. The focus is on the thinking rather than the mathematics. By eschewing the purely mathematical results, Cox is able to bring depth and perspective to a variety of implications, special cases, and counter-examples.
    Biometrics

    "This is a great book by a great statistician. Buy it and read it."
    Ronald Christensen, Journal of the American Statistical Association

    See more reviews

    Product details

    August 2006
    Paperback
    9780521685672
    236 pages
    229 × 152 × 13 mm
    0.391kg
    Available

    Table of Contents

    • Preface
    • 1. Preliminaries
    • 2. Some concepts and simple applications
    • 3. Significance tests
    • 4. More complicated situations
    • 5. Some interpretational issues
    • 6. Asymptotic theory
    • 7. Further aspects of maximum likelihood
    • 8. Additional objectives
    • 9. Randomization-based analysis
    • Appendix A. A brief history
    • Appendix B. A personal view
    • References
    • Author index
    • Index.
    Resources for
    Type
    Errata
    Size: 22.28 KB
    Type: application/pdf