Testing Statistical Hypotheses

Authors:

ISBN: 978-0-387-98864-1 (Print) 978-0-387-27605-2 (Online)

Table of contents (15 chapters)

  1. Front Matter

    Pages i-xiv

  2. Small-Sample Theory

    1. No Access

      Book Chapter

      Pages 3-27

      The General Decision Problem

    2. No Access

      Book Chapter

      Pages 28-55

      The Probability Background

    3. No Access

      Book Chapter

      Pages 56-109

      Uniformly Most Powerful Tests

    4. No Access

      Book Chapter

      Pages 110-149

      Unbiasedness: Theory and First Applications

    5. No Access

      Book Chapter

      Pages 150-211

      Unbiasedness: Applications to Normal Distributions; Confidence Intervals

    6. No Access

      Book Chapter

      Pages 212-276

      Invariance

    7. No Access

      Book Chapter

      Pages 277-318

      Linear Hypotheses

    8. No Access

      Book Chapter

      Pages 319-347

      The Minimax Principle

    9. No Access

      Book Chapter

      Pages 348-391

      Multiple Testing and Simultaneous Inference

    10. No Access

      Book Chapter

      Pages 392-415

      Conditional Inference

  3. Large-Sample Theory

    1. No Access

      Book Chapter

      Pages 419-481

      Basic Large Sample Theory

    2. No Access

      Book Chapter

      Pages 482-526

      Quadratic Mean Differentiable Families

    3. No Access

      Book Chapter

      Pages 527-582

      Large Sample Optimality

    4. No Access

      Book Chapter

      Pages 583-630

      Testing Goodness of Fit

    5. No Access

      Book Chapter

      Pages 631-691

      General Large Sample Methods

  4. Back Matter

    Pages 692-784