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The Revision Of This Well-respected Text Presents A Balanced Approach Of The Classical And Bayesian Methods And Now Includes A New Chapter On Simulation (including Markov Chain Monte Carlo And The Bootstrap), Expanded Coverage Of Residual Analysis In Linear Models, And More Examples Using Real Data. 1. Introduction To Probability -- 2. Conditional Probability -- 3. Random Variables And Distributions -- 4. Expectation -- 5. Special Distributions -- 6. Estimation -- 7. Sampling Distributions Of Estimators -- 8. Testing Hypotheses -- 9. Categorical Data And Nonparametric Methods -- 10. Linear Statistical Models -- 11. Simulation. Morris H. Degroot, Mark J. Schervish. Includes Bibliographical References (p. 801-806) And Index.
This text investigates the foundational principles of probability and statistical inference by integrating both classical frequentist and Bayesian methodologies. Authors Morris H. DeGroot and Mark J. Schervish provide a rigorous mathematical framework suitable for advanced undergraduate or graduate-level study. The volume synthesizes theoretical probability distributions with practical statistical estimation and hypothesis testing, supported by extensive datasets and computational techniques.
What You Will Find
Experts frequently cite this work as a foundational text for students pursuing rigorous training in statistical theory. Readers often note the academic density of the prose, which requires a solid background in calculus to fully comprehend the proofs and derivations presented.
Page Count:
816
Publication Date:
2002-01-01
Publisher:
Winzone Inc.
ISBN-10:
0201524880
ISBN-13:
9780201524888
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