Virtual Laboratories in Probability and Statistics

Probability

  1. Probability Spaces
  2. Combinatorics
  3. Distributions
  4. Expected Value

Statistics

  1. Special Distributions
  2. Random Samples
  3. Point Estimation
  4. Interval Estimation
  5. Hypothesis Testing

Special Models

  1. Geometric Models
  2. Bernoulli Trials
  3. Finite Sampling Models
  4. Games of Chance
  5. The Poisson Process
  6. Red and Black
  7. Random Walk
  8. Interacting Particle Systems

Appendices

  1. Project Information

Welcome!

The goal of this project is to provide interactive, web-based resources for students and teachers of probability and statistics. If this is your first visit, please read the introduction, which gives information about the content, structure, and organization of the project, browser requirements, and mathematical prerequisites.

Principal Author

Kyle Siegrist
Department of Mathematical Sciences
University of Alabama in Huntsville
siegrist@math.uah.edu

Copyright © 1997-2001

This course material is freely available for use and modification for non-commercial purposes. The course material is distributed in the hope that it will be useful, but without any warranty; without even the implied warranty of merchantability or fitness for a particular purpose.

Original Source

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