Math 2001
Discrete Mathematics
MWF 9am
MUEN E432
Book
R. Hammack, Book of proof.
Instructor
Math 309
303.492.7628
thiemn AT the university's state DOT edu
Office hours
M 2-4 and F 12-1; or by appointment
Tentative schedule
08.26–08.30; Introduction and set theory
m. introduction
w. group work
f. 5.3, 1.109.04–09.06; Subsets and set operations; PHW1 due, WHW1 due
w. 1.3, 1.4
f. 1.5, 1.6, 1.7
09.09–09.13; Logic and truth tables; PHW2 due
m. 1.2
w. 4.1, 2,1,
f. 2.2, 2.3, 2.5, 2.609.16–09.20; Basics of proof; PHW3 due
m. 2.7
w. 4.2, 4.3,
f. 2.10, 5.1, 6.109.23–09.27; Principles of counting; PHW4 due
m. 6.1,
w. counting fundamentals, 1.3, 1.4
f. group work09.30–10.04; Group work; PWH5 due; midterm 1
m. Intro to latex and review
w. group work
f. midterm10.07–10.11; Induction, lists and subsets; WHW2 due
m. 10.0
w. 10.0
f. 3.1, 3.2, 3.310.14–10.18; Indistinguishable elements; PHW6 due
m. 10.0, 3.4
w. group work
f.10.21–10.25; Probability, strong induction and recursive sequences; PHW7 due, WHW3 due
m. 10.1
w. 10.3
f. 10.310.28–11.01; Recursive sequences, functions and relations; PHW8 due
m. late start (class cancelled)
w. late start (class cancelled)
f. group work11.04–11.08; Relations and equivalence relations; PHW9 due; WHW4 due
m. 1.2, 11.1, 11.2, 5.2
w. 11.4, 7.1
f. 11.3, 11.511.11–11.15; Complete matchings and functions; PHW10 due
m. 12.1
w. 7.2, 12.2
f. 12.411.18–11.22; Inverse functions and Pigeonhole principle; PHW11 due; midterm 2
m. 12.5
w. 12.3, exam passed out
f. exam collected, writing workshop