Office hour will be Tuesdays at 16:00 (i.e. before the lecture), 631 Huxley Building.
Please check last year's notes by Prof. Ed Segal: Manifolds 2016
L. Tu, An introduction to manifolds
J. Lee, Introduction to smooth manifolds
W. Boothby, Introduction to differentiable manifolds and riemannian geometry
M. Spivak, A comprehensive introduction to differential geometry, vol. 1
J. Munkres, Topology, the first part of the book only.
Any calculus book that covers multivariable calculus.
Linear algebra, at the level of Hoffmann's.
Real analysis is a plus but not essential. A reference would be Rudin's.
Shinu Cho is live typing his notes, you may find it here
Homework 1(Due Friday, Oct. 20th) | (solutions) | (grades distribution)
Homework 2(Due Monday, Oct. 30th) | (solutions) | (grades distribution)
Homework 3(Due Monday, Nov. 6th) | (solutions) | (grades distribution)
Homework 4(Due Monday, Nov. 13th) | references | (solutions) | (grades distribution)
Homework 5(Due Monday, Nov. 20th) | references | (solutions) | (grades distribution)
Homework 6(Due Monday, Nov. 27th) | references | (solutions) | (grades distribution)
Homework 7(Due Monday, Dec. 4th) | references | (solutions) | (grades distribution)
Homework 8(Due Monday, Dec. 11th) | references | (solutions) | (grades distribution)