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Statistical Inference/Principles of Data Reductions
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Statistical Inference
Revision as of 12:16, 4 August 2018 by
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Statistical Inference
Probability Theory
Transformations and Expectations
Common Families of Distributions
Multiple Random Variables
Properties of a Random Sample
Principles of Data Reductions
Point Estimation
Hypothesis Testing
Interval Estimation
Asymptotic Evaluations
Analysis of Variance and Regression
Regression Models
Contents
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1
The Sufficiency Principle
1.1
Sufficient Statistics
1.2
Minimal Suflicient Statistics
1.3
Ancillary Statistics
1.4
Sufficient, Ancillary, and Complete Statistics
2
The Likelihood Principle
2.1
The Likelihood Function
2.2
The Formal Likelihood Principle
3
The Equívariance Principle
The Sufficiency Principle
Sufficient Statistics
Minimal Suflicient Statistics
Ancillary Statistics
Sufficient, Ancillary, and Complete Statistics
The Likelihood Principle
The Likelihood Function
The Formal Likelihood Principle
The Equívariance Principle
Categories
:
Statistics
Statistical Inference