Statistical Reasoning: A Modeling and Simulation Approach
Statistical Reasoning: A Modeling and Simulation Approach
This is a free, activity-based introductory statistics class, suitable for high-school and college students. The course is designed around active learning, statistical modeling, and simulation-based inference. Students use Monte Carlo Simulation to model variability, and they make conclusions based on the outcomes of their models.
This book is part of the free Statistical Reasoning: A Modeling and Simulation Approach curriculum. More resources are available at https://www.fapeck.com/statistical-reasoning/
Licensing and Attribution
This work is licensed under a Creative Commons Attribution 4.0 International License. You are free to share, remix, and make commercial use of the work under the condition that you provide proper attribution. To reference this work, use:
Peck, F.A., Zieffler, A., & Catalysts for Change. (2023). Statistical reasoning: A modeling and simulation approach. https://www.fapeck.com/statistical-reasoning/
This course is based on the work of the Catalysts for Change project at the University of Minnesota.
The text and activities are direct descendants of the curriculum below:
- Zieffler, A., & Catalysts for Change. (2019). Statistical Thinking: A simulation approach to uncertainty (4.2th ed.). Minneapolis, MN: Catalyst Press. http://zief0002.github.io/statistical-thinking/
The original curriculum is a direct reflection of the ideas, work, and effort of several Catalysts for Change. They include (alphabetically): Ethan Brown, Jonathan Brown, Dan Butler, Tony Casci, Beth Chance, George Cobb, Robert delMas, Katherine Edwards, Michelle Everson, Jeffrey Finholm, Chris Fiscus, Elizabeth Fry, Joan Garfield, Theresa Gieschen, Meg Goerdt, Robert Gould, Adam Gust, Melissa Hanson, John Holcomb, Michael Huberty, Rebekah Isaak, Kari Johnson, Nicola Justice, Laura Le, Chelsey Legacy, Suzanne Loch, Matthew Mullenbach, Michael Nguyen, Amy Okan, Allan Rossman, Anelise Sabbag, Andrew Zieffler, and Laura Ziegler. The work to create the original curriculum was made possible by the National Science Foundation (DUE–0814433).
Additionally, some of the activities were originally developed by Beth Chance, George Cobb, John Holcomb, and Allan Rossman as part of their NSF-funded project Concepts of Statistical Inference: A Randomization-Based Curriculum (NSF CCLI- DUE-0633349).
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