Fall 2015 MATH 214 001 LEC

Differentiable Manifolds
001 LECTuTh 1230-2P 41 EVANSWODZICKI, M54461
Units/CreditFinal Exam GroupEnrollment
417: FRIDAY, DECEMBER 18, 2015 8-11ALimit:22 Enrolled:7 Waitlist:0 Avail Seats:15 [on 10/04/15]
Additional Information: 

Prerequisites: familiarity with basic algebraic structures (modules, tensor product, categories, functors) and rudiments of Topology

Syllabus: This will be a very thorough introduction into de Rham Theory suitable for applications in Global Analysis, Algebraic Geometry, Algebraic Number Theory and Mathematical Physics. The language of modern mathematical structures will be used throughout. Even if you are already familiar with Calculus on Differentiable Manifolds, you will learn much new from this course.

Office: 995 Evans Hall

Office Hours: TuTh 5:15-6:30pm

Required Text: class notes (frequently updated)

Recommended Reading: Narasiman. Analysis of Real and Complex Manifolds

Grading: based on homework assignments, the Final exam and the class participation

Homework: 1st assignment (due Sep 8): Exercises 1-5 from the class notes

Course Webpage: