Wednesday, December 4, 2019
12/04/2019 - 4:15pm
Let B be an n by n random matrix with i.i.d. entries taking values +1 and -1 with probability one half. We show that the probability that the matrix B is singular, is (1/2+o(1))^n, which settles an old problem.
12/04/2019 - 6:30pm
Weekly event for interested students to practice competition math problems in a relaxed setting. Meetings are held every Wednesday from 6:30pm to 8 in LOM 215. All are welcome to attend. Contact Pat Devlin to find out more.