305 – Projects

As mentioned before, I asked my 305 students to write a short paper as a final project. I am posting them here, with their permission; it is my hope that people will find them useful. There are some very nice papers here.

  1. The 17 plane symmetry groups. By Samantha Burns, Courtney Fletcher, and Aubray Zell.
  2. The Banach-Tarski paradox. By Josh Giudicelli, Chantel Kelly, and James Kunz.
  3. The quaternions & octonions. By Kyle McAllister.
  4. The pocket cube. By Mike Mesenbrink, and Nicole Stevenson.
  5. 17 plane symmetry groups. By Anna Nelson, Holly Newman, and Molly Shipley.
  6. The Banach-Tarski paradox and amenability. By Kameryn Williams.
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