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teaching.qmd
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---
title: "Teaching"
format: html
editor: visual
---
## Books
### Traditionally Published
Pruim, Randall. 2018. *Foundations and Applications of Statistics: An
Introduction Using R*. 2nd ed. Vol. 28. Pure and Applied Undergraduate
Texts. Providence, RI: American Mathematical Society.
<https://www.ams.org/publications/authors/books/postpub/amstext-28>.
Wegener, Ingo. 2005. *Complexity Theory: Exploring the Limits of
Efficient Algorithms*. Berlin: Springer-Verlag.
Schöning, Uwe, and Pruim, Randall. 1998. *Gems of Theoretical Computer
Science*. Berlin: Springer-Verlag.
### Online
Kaplan, Daniel, and Pruim, Randall. 2022.
[*Statistical Modeling: A Fresh Approach*](https://statistical-modeling.netlify.app/).
Pruim, R. (2021). [*Statistics for the Physical Sciences and Engineering*](https://rpruim.github.io/Engineering-Statistics/).
Horton, N. J., Pruim, R., & Kaplan, D. T. (2015, November).
[*A student’s guide to R*](https:// github.com/ProjectMOSAIC/LittleBooks/blob/master/StudentGuide/Studentguide2015-11-09.pdf).
Pruim, R., Horton, N. J., & Kaplan, D. T. (2015, November).
[*Start teaching with R*](https:// github.com/ProjectMOSAIC/LittleBooks/blob/master/Starting/MOSAIC-StartTeaching.pdf).
## Other Materials
* [{fig-alt="Integrated Ethics Labs" height="50px" fig-align="left"}](https://integratedethicslabs.org)
## Courses
I've taught a lot of different courses during my time at Calvin. Here's
a list. For some of the more recent ones you can click on the title of
the course to get to a course website.
- CS 260 (Automata Theory)
- CS 360 (Complexity and Computability)
- Data 303 ([Applied Modeling and
Visualization](https://rpruim.github.io/ds303/S22/)) \* Math 100
(Mathematics in the Contemporary World)
- Math 132 (Calculus for Management, Life, and Social Sciences)
- Math 156 (Discrete Mathematics for Computer Science)
- Math 171 (Calculus I)
- Math 172 (Calculus II)
- Math 221 (The Real Number System and Methods for Elementary School
Teachers)
- Math 232 (Engineering Mathematics)
- Math 251 (Discrete Mathematics I)
- Math 252 ([Discrete Mathematics
II](https://rpruim.github.io/m252/S22/))
- Math 312 (Logic, Computability, and Complexity)
- Math 361 (Real Analysis)
- Math 362 (Real Analysis II)
- Math 381 (Mathematical Logic)
- MGMT 535 (Statistical Analysis)
- Stat 143 (Introduction to Probability and Statistics)
- Stat 145 ([Biostatistics](https://rpruim.github.io/s145/F20/))
- Stat 241 ([Engineering
Statistics](https://rpruim.github.io/s241/W21/))
- Stat 243 (Statistics)
- Stat 341 ([Computational Bayesian
Statistics](https://rpruim.github.io/s341/S21/))
- Stat 343 ([Probability and
Statistics](https://rpruim.github.io/s343/F21/))
- Stat 343 (Mathematical Statistics)
- Stat W82 ([Visualize This! with D3](https://rpruim.github.io/D3/)
I've also taught at some other places:
- For The Institute for Statistics Education (statistics.com):
Visualization in R with ggplot2
- At University of Michigan: Biostatistics (for graduate students in
public health)
- At Boston University: Accelerated Intro Programming in C
- At Providence College: Mathematics for the Liberal Arts