MACM 101-D2: Discrete Mathematics (Spring 2015)
Classroom: BLU9660
Instructor: Binay Bhattacharya Office: TASC I 8017, e-mail: binay@cs.sfu.ca
Office hours (Binay): MF 12:30pm-2:00pm
TA: Youjiao Sun (e-mail) youjiaos@sfu.ca
TA: Xu Dong Wang (e-mail) xudongw@sfu.ca
Office hours (TA): Youjiao: Friday 2:30 - 3:20pm Room ASB 9838_TA_3; Xudong: Thursday 2:30 - 3:20pm Room ASB 9838_TA_1
Messages/Hand-outs
10:30-11:20, Monday, Wednesday, Friday
Week
Date
Topics
Other Information 1 2 3 4 5 6 7 8 9 10 11 12 13
You can find the tutorial schedule here.
The information on the classrooms can be found here.
Course outline
Course Information Handout
Lectures
07/01
Course Organization (Introduction)
slides
Read Chapter 1
Chapter 1 Study Guide
09/01
Set Theory - definitions, representations, power set, Cartesian product
Practice questions on Set Theory
(here)
12/01
Operations on sets, Venn diagram, Indexed sets
14/01
Set Equivalences, Laws of Set Theory
Read Sections 2.1, 2.2, 2.3, 2.4, 2.5
Chapter 2 Study Guide (latest version)
16/01
Problems on Set Theory; Logic
19/01
Logical Connectives, Conditional, Biconditional
Read sections 2.6 of the text
21/01
Logical Equivalence
Quantifiers (section 2.7, 2.8, 2.9)
23/01
Quantifiers
Section 2.10
26/01
Quantifiers (sections 2.7, 2.8, 2.9, 2.10) completed
28/01
Application of logic theory
30/01
Counting (section 3.1)
Section 3.2, 3.3
02/02
Counting (section 3.2 and 3.3)
04/02
Section 3.2 continued, 3.3
Read sections 3.4 and 3.5
06/2
Principle of inclusion-exclusion (section 3.5)
16/02
Solving practice problems from Chapter 3
Generalized Permutations and Combinations (Chapter 6.5 of Rosen book)
Chapter 3 Study Guide (includes extra topics)
18/02
Generalized permutations and combinations
20/02
Generalized permutations and combinations continued
23/02
Starting Chapter 4 (Proofs)
Read Chapter 5.
25/02
Completes Ch. 4
27/02
Midterm Test
Topics covered: Sets (Ch 1), Logic (Ch 2), Counting (Ch 3 + extra materials), Direct Proofs (Ch 4).
02/03
Chapter 5 and Chapter 6
Read Chapter 7
04/03
Chapter 7 and 8
Chapter 9
06/03
Chapter 9
Induction (Chapter 10)
09/03
Induction (Ch. 10)
Continue reading Chapter 10.
11/03
Induction continue
13/03
Discussing midterm test solutions
18/03
Chapter 10 completed
Read Chapter 11
20/03
Relations started
22/03
Equivalence Relation
23/03
Partial order
25/03
Integer modulo n
27/03
Quiz 5 on relations
Chapter 11 of the text
30/03
Finish Probability Theory
Read Chapter 12
01/04
Functions
03/04
Good Friday (No class)
06/04
Easter Monday (No class)
08/04
Functions
Read Chapter 13.
10/04
Lecture Slides
Assignments for the Quizzes:
Marking