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Statistical Inference/Hypothesis Testing

From Wiki**3

< Statistical Inference
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

  • 1 Methods of Finding Tests
    • 1.1 Likelihood Ratio Tests
    • 1.2 Bayesian Tests
    • 1.3 Union-Intersection and Intersection-Union Tests
  • 2 Methods of Evaluating Tests
    • 2.1 Error Probabilities and the Power Function
    • 2.2 Most Powerful Tests
    • 2.3 Sizes of Union-Intersection and Intersection-Union Tests
    • 2.4 p-Values
    • 2.5 Loss Function Optimality

Methods of Finding Tests

Likelihood Ratio Tests

Bayesian Tests

Union-Intersection and Intersection-Union Tests

Methods of Evaluating Tests

Error Probabilities and the Power Function

Most Powerful Tests

Sizes of Union-Intersection and Intersection-Union Tests

p-Values

Loss Function Optimality

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Categories:
  • Statistics
  • Statistical Inference
  • This page was last edited on 4 August 2018, at 10:24.
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