MATH 447 - Honours Analysis II - Winter 2014

Basic topology of Euclidean space, Fubini's theorem, the total derivative, change of variable in multiple integrals, inverse and implicit function theorems, submanifolds of Euclidean spaces, differential forms, Stokes' theorem in arbitrary dimension.
This course may not be repeated for credit.

Hours

H(3-0)

Prerequisite(s)

Mathematics 381 or "B+" or higher in Mathematics 353; and Mathematics 313 or "B+" or higher in Mathematics 311; and Mathematics 355 or "B+" or higher in Mathematics 335 or Pure Mathematics 435 or 455, or consent of the Department.