| Call Number | 17225 |
|---|---|
| Day & Time Location |
T 6:10pm-8:00pm To be announced |
| Points | 3 |
| Grading Mode | Standard |
| Approvals Required | None |
| Instructor | Tamar A Lando |
| Type | SEMINAR |
| Method of Instruction | In-Person |
| Course Description | Prerequisites: PHIL UN3411 or 4801 This course is designed as an introduction to lattices and Boolean algebras. In the first part of the course, we study partial orders and view lattices both as partial orders and as algebraic structures. We study some basic constructions involving sublattices, products of lattices, and homomorphic images of lattices. In the second part of the course, we study Boolean algebras, with an aim to proving several representation theorems: first, a representation theorem for finite Boolean algebras, and toward the end of the course, the famous Stone Representation Theorem. We end the course with a look at the connection between classical mereology (or the theory of parthood) and complete Boolean algebras. |
| Web Site | Vergil |
| Department | Philosophy |
| Enrollment | 9 students (20 max) as of 9:14PM Wednesday, November 20, 2024 |
| Subject | Philosophy |
| Number | GU4810 |
| Section | 001 |
| Division | Interfaculty |
| Open To | Barnard College, Columbia College, Engineering:Undergraduate, GSAS, General Studies |
| Section key | 20251PHIL4810W001 |