Math circle will resume in September 2021, in person, on UNC campus.
- The Mobius Noodles Group will meet from 10:30 – 11:30 in Phillips 220.
- The Elementary Group and the Beginners Group will meet from 9:00 – 10:00 in Phillips 206 and 208,
- The Intermediate Group and the Advanced Group will meet on Saturdays from 10:30 – 12:00 in Phillips 206 and 208.
- Class location will be posted below, or Zoom URLs will be sent out on the googlegroup
This schedule is tentative and may be changed.
| Date | Mobius Noodles and Beginners Group Topic | Elementary Group Topic | Intermediate Group Topic | Advanced Group Topic |
|---|---|---|---|---|
|
Sat., Sep 4 |
Functions, functionals, and character design: “Funville Adventures” Flyer Recap |
Square of Squares | Thinking about Knots | Rational Tangles |
| Sat., Sep 11 | Math Circle will not meet. | |||
|
Sat., Sep 18 (football Saturday) |
Geometries of the World (Part 1) Flyer Recap |
Tiling with Dominos | Thinking Harder about Knots | Mass Point Geometry, Part 1 |
| Sat., Sep 25 | Math Circle will not meet. | |||
| Sat., Oct 2 (football Saturday) | Geometries of the World (Part 2) | Word Problems and Common Sense | Adding Sequences | Mass Point Geometry, Part 2 |
| Sat., Oct 9 | Math Circle will not meet. | |||
|
Sat., Oct 16 (football Saturday) |
This is like that: Relation graphs and Venn diagrams | Relatively Prime Stars | Rational Tangles | Continued Fractions, Part 1 |
|
Sat., Oct 23 |
Math Circle will not meet. | |||
| Sat., Oct 30 | Symmetry Groups Papercraft | Pouring Water | Constructions Problems | Continued Fractions, Part 2
|
| Sat., Nov 6 | Math Circle will not meet. | |||
| Sat., Nov 13 | Skip Counting and Measuring AND Thinking about Mobius Strips | Divisibility Tricks | Euler Characteristic | Mathematical Games |
| Sat., Nov 20 | Math Circle will not meet. | |||
| Sat., Nov 27 | Math Circle will not meet | |||
| Sat., Dec 4 | Measuring Up! | Logic Puzzles | Topology of Surfaces | Tiling and Induction |
| . | ||||
Many of the problems we choose come from books in the MSRI-AMS Mathematical Circles Library.