Notre Dame Mathematical Lectures

On the Principles of Statistical Inference

Abraham Wald

Notre Dame Mathematical Lectures, Number 1
Notre Dame, Indiana: University of Notre Dame, 1942.
50 pp.

Subjects:

Probabilities
Statistics
62.0X (primary)
Permanent link to this monograph: http://projecteuclid.org/euclid.ndml/1175196978
Mathmatical Reviews number (MathSciNet): MR0006681

Copyright © 1942 University of Notre Dame Press.

Title and Copyright Pages

i-ii

Chapter I: Introduction

1-9

Chapter II: The Neyman-Pearson Theory of Testing a Statistical Hypothesis

10-20

Chapter III: R. A. Fisher's Theory of Estimation

21-24

Chapter IV: The Theory of Confidence Intervals

25-28

Chapter V: Asymptotically Most Powerful Tests and Asymptotically Shortest Confidence Intervals

29-36

Chapter VI: Outline of a General Theory of Statistical Inference

37-47

References

49-50

Notre Dame Mathematical Lectures

Notre Dame Mathematical Lectures