Analysis I
MATH 514
Spring 2007
| Section:
01
|
| This course may be repeated for credit. |
Math 513 and Math 514 constitute the first year graduate course in real and complex analysis. One semester will be devoted to real analysis, covering such topics as Lebesgue measure and integration on the line, abstract measure spaces and integrals, product measures, decomposition and differentiation of measures, and elementary functional analysis. One semester will be devoted to complex analysis, covering such topics as analytic functions, power series, Mobius transformations, Cauchy's integral theorem and formula in its general form, classification of singularities, residues, argument principle, maximum modulus principle, Schwarz' lemma, and the Riemann mapping theorem. |
|
Essential Capabilities:
Quantitative Reasoning |
| Credit: 1 |
Gen Ed Area Dept:
None |
| Course Format: Lecture | Grading Mode: Graded |
| Level: GRAD |
Prerequisites: None |
|
Fulfills a Requirement for: (MATH) |
|
Past Enrollment Probability: Not Available |
| SECTION 01 |
Major Readings: Wesleyan RJ Julia Bookstore
To be announced.
|
Examinations and Assignments:
As needed |
Additional Requirements and/or Comments:
Graduate course, open to qualified undergraduates.
Undergraduates may take this course up to two times for a letter grade and up to four times for credit towards graduation. |
| Instructor(s): Fieldsteel,Adam Times: ..T.R.. 09:00AM-10:20AM; Location: SCIE638; |
| Total Enrollment Limit: 15 | | SR major: 0 | JR major: 0 | | |
| Seats Available: 9 | GRAD: 15 | SR non-major: 0 | JR non-major: 0 | SO: 0 | FR: 0 |
| Drop/Add Enrollment Requests | | | | | |
| Total Submitted Requests: 0 | 1st Ranked: 0 | 2nd Ranked: 0 | 3rd Ranked: 0 | 4th Ranked: 0 | Unranked: 0 |
|
|