Here are recommended books:

Vick: Homology Theory

Bredon: Topology and geometry

Hatcher: Algebraic topology (appears at www.math.cornell.edu/~hatcher)

Munkres: Elements of Algebraic Topology (Our procedure for defining homotopies on quotient spaces is justified by Theorem 20.1 of this book. Take C to be the unit interval I, which is indeed locally compact.)

Lawson: Topology, a geometric approach

We have reached the following point in the videos on the following dates:

10.3 video 2 time 26:50

17.3 video 2 time 1:53:30

7.4 video 3 time 1:12:30

21.4 video 4 time 54:00

28.4 video 4 time 1:58:15

5.5 video 5 time 1:33:08

12.5 video 7 time 14:25

19.5 video 7 time 1:16:35

26.5 video 8 time 51:40

2.6 end of video 9

9.6 video 10 time 44:50

16.6 video 11 time 59:50

23.6, 30.6 end of video 12

HOMEWORK:

We will discuss the homework in the second half of class on the following dates: 28.4, 19.5, 9.6, 30.6.

The recordings of the homework meetings are in a separate new playlist.

HW1 (to be done by 24.3.21)

HW2 (to be done by 14.4.21)

HW3 (to be done by 28.4.21)

HW4 (to be done by 5.5.21)

HW5 (to be done by 12.5.21)

HW6 (to be done by 19.5.21)

HW7 (to be done by 26.5.21)

HW8 (to be done by 2.6.21)

HW9 (to be done by 9.6.21)

HW10 (to be done by 16.6.21)

HW11 (to be done by 23.6.21)

HW12 (to be done by 30.6.21)

Exams from previous years: 18A, 18B, 19A, 19B.