|
| Section | Day | Time | Exam Date | Delivery |
|---|
| MATH 813 - Functional Analysis |
|---|
| Banach spaces, Banach algebras, and operator theory. |
| 001 |
MWF |
11:30am - 12:20pm |
29-APR-24 |
|
| MATH 820 - Introduction to Commutative Algebra |
|---|
| A first graduate course in commutative algebra. Topics include prime and maximal ideals, radicals, Nakayama's Lemma, exact sequences, tensor products, localization, Noetherian and Artinian rings and selected additional topics. |
| 001 |
MWF |
09:30am - 10:20am |
17-APR-24 |
|
| MATH 825 - Matrix Analysis |
|---|
| Matrix canonical forms, norms, spectral theory, perturbation theory, special classes of matrices. |
| 001 |
MWF |
12:30pm - 1:20pm |
24-APR-24 |
|
| MATH 831 - Differential Geometry |
|---|
| Differentiable manifolds, the tangent bundle, differential forms, and the general Stokes' theorem. |
| 001 |
MW |
2:30pm - 3:45pm |
22-APR-24 |
|
| MATH 843 - Homological Algebra |
|---|
| A first graduate course in homological algebra. Topics include modules over rings, chain complexes, homology, projective and injective resolutions, derived functors, abelian categories, derived categories, and selected additional topics. |
| 001 |
TR |
1:00pm - 2:15pm |
18-APR-24 |
|
| MATH 900 - Seminar |
|---|
| Preparation and presentation of a one-hour lecture to graduate students and faculty. |
| 001 |
MW |
3:30pm - 4:20pm |
|
|
| 001 |
MW |
3:30pm - 4:20pm |
|
|
| MATH 901 - Research |
|---|
| Thesis research. |
| 001 |
|
- |
|
|
| 003 |
|
- |
|
|
| 004 |
|
- |
|
|
| 005 |
|
- |
|
|
| 006 |
|
- |
|
|
| 007 |
|
- |
|
|
| 008 |
|
- |
|
|
| 009 |
|
- |
|
|
| 010 |
|
- |
|
|
| 011 |
|
- |
|
|
| 012 |
|
- |
|
|
| 013 |
|
- |
|
|
| 014 |
|
- |
|
|
| MATH 903 - Comprehensive Exam 1 |
|---|
| Students must complete a comprehensive exam in one of the following topics: Matrix Theory and Linear Algebra, Commutative Algebra, Abstract Algebra, or Combinatorics and Graph Theory. It is evaluated on a pass/fail basis. |
| 001 |
MWF |
2:30pm - 3:20pm |
|
|
| MATH 904 - Comprehensive Exam 2 |
|---|
| Students must complete a comprehensive exam in one of the following topics: Topology, Algebraic Topology, Functional Analysis, Measure and Integration, Differential Geometry, or Probability Theory. It is evaluated on a pass/fail basis. |
| 001 |
MWF |
12:30pm - 1:20pm |
|
|
