by Daniel Sinderson
This is course 1B in my DIY graduate program, a year-long course looking at set theory, category theory, and algebraic structures in an applied setting.
| # | Chapter | HW | Lab |
|---|---|---|---|
| 1 | Introduction | Notes | - |
| 2 | Basic Blocks | Notes | - |
| 3 | Problem Sets | Sets and Functions | |
| 4 | Problem Sets | Relations | |
| 5 | E. Pluribus | Notes | - |
| 6 | Problem Sets | Semigroups and Free Semigroups | |
| 7 | Problem Sets | Monoids and Groups | |
| 8 | Order | Notes | - |
| 9 | Problem Sets | Trade-Offs and Poset Constructions | |
| 10 | Points and Arrows | Notes | - |
| 11 | Problem Sets | ||
| 12 | Problem Sets | ||
| 13 | Thicker Arrows | Notes | - |
| 14 | Problem Sets | ||
| 15 | Co-Design | Notes | - |
| 16 | Problem Sets | Poset Bounds | |
| 17 | Problem Sets | ||
| 18 | Problem Sets | ||
| 19 | Interconnections | Notes | - |
| 20 | Problem Sets | ||
| 21 | Problem Sets | ||
| 22 | Occultism | Notes | - |
| 23 | Problem Sets | ||
| 24 | Problem Sets | ||
| 25 | Naturality | Notes | - |
| 26 | Problem Sets | ||
| 27 | Problem Sets | ||
| 28 | Problem Sets | ||
| 29 | - | Exam 1 | - |
| 30 | - | Exam 2 | - |
Written on: December 1, 2024