|
Peter Blomgren
San Diego State University |
 |
| Math 245: Discrete Mathematics | Fall 2006 |
Evolving Schedule
| Week # | Tuesday | Thusday |
|---|---|---|
| 1 |
8/29/2006 First Meeting [Notes #1] |
8/31/2006 Logical Form and Logical Equivalence [Notes #2] |
| 2 |
9/5/2006 Conditional Statements [Notes #3] |
9/7/2006 Valid and Invalid Arguments (Application: Digital Circuits) [Notes #3] [HW #1] |
| 3 |
9/12/2006 The Logic of Quantified Statements: — Predicates and Quantified Statements — Statements Containing Multiple Quantifiers [Notes #4] |
9/14/2006 The Logic of Quantified Statements — Statements Containing Multiple Quantifiers — Arguments with Quantified Statements [Notes #4] [HW #2] |
| 4 |
9/19/2006 K-maps; The Quine-McCluskey Method [Notes #3.5] [HW #3] |
9/21/2006 Elementary Number Theory and Methods of Proof Direct Proof and Counterexample [Notes #5] |
| 5 |
9/26/2006 Elementary Number Theory and Methods of Proof Direct Proof and Counterexample [Notes #5] [HW #4] |
9/28/2006 Floor and Ceiling Proofs by Contradiction and Contraposition [Notes #6] |
| 6 |
10/3/2006 Floor and Ceiling Proofs by Contradiction and Contraposition [Notes #6] [HW #5] |
10/5/2006 Midterm Review |
| 7 |
10/10/2006 Midterm #1 |
10/12/2006 (Solutions) |
| 8 |
10/17/2006 Sequences [Notes #7] [HW #6] |
10/19/2006 Mathematical Induction [Notes #8] |
| 9 |
10/24/2006 Mathematical Induction [Notes #8] [HW #7] |
10/26/2006 Set Theory: Basics [Notes #9] [HW #8] |
| 10 |
10/31/2006 Set Theory [Notes #10] |
11/2/2006 Counting and Probability [Notes #10] [HW #9] |
| 11 |
11/7/2006 Midterm Review |
11/9/2006 Midterm #2 |
| 12 |
11/14/2006 Permutations, Addition Rule, Inclusion/Exclusion [Notes #11] [HW #10] |
11/16/2006 (Solutions) |
| 13 |
11/21/2006 Combinations, Pascal's Triangle [Notes #12] |
11/23/2006 Thanksgiving |
| 14 |
11/28/2006 Pascal's Triangle, Binomial Theorem [Notes #12] [Exercises #11] |
11/30/2006 Gambling Like a Mathematician [Notes #13] |
| 15 |
12/5/2006 Relations on Sets [Notes #14] |
12/7/2006 Review |
Homework will be assigned.
Final Exam: Tuesday, December 12, 1p–3p.