MATH368 FIELD EXTENSIONS AND GALOIS THEORY
| Course Code: |
2360368 |
| METU Credit (Theoretical-Laboratory hours/week): |
3(3-0) |
| ECTS Credit: |
6.0 |
| Department: |
Mathematics |
| Language of Instruction: |
English |
| Level of Study: |
Undergraduate |
| Course Coordinator: |
Prof.Dr. MUSTAFA HURÞÝT ÖNSÝPER |
| Offered Semester: |
Fall Semesters. |
| Prerequisite: |
Set 1: 2360367
|
| The course set above should be completed before taking
MATH368 FIELD EXTENSIONS AND GALOIS THEORY. |
Course Content
Field extensions, splitting field of a polynomial, multiple roots, Galois group, criteria for solvability by radicals, Galois group as permutation groups of the roots of polynomials of degree n, constructible n-gons, transcendence of e, finite fields.
