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Discrete Math (2020)
DiscreteMath
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1
Lecture 23 (Discrete Math 2020)
Discrete Math
Chapter 8: Algebra
- Section 43: Fermat’s Little Theorem
2
3
4
5
Lecture 19 (Discrete Math 2020)
Discrete Math
Chapter 7: Number Theory
- Section 37: Modular Arithmetic
- Section 38: Chinese Remainder Theorem
- Section 39: Factoring
6
Lecture 18 (Discrete Math 2020)
Discrete Math
Chapter 7: Number Theory
- Section 36: Greatest Common Divisor
- Section 37: Modular Arithmetic
7
8
9
Lecture 15 (Discrete Math 2020)
Discrete Math
Chapter 6: Probability
- Section 33: Random Variables
- Section 34: Expectation
10
Lecture 14 (Discrete Math 2020)
Discrete Math
Chapter 6: Probability
- Section 31: Events
- Section 32: Conditional Probability and Independence
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12
13
Lecture 11 (Discrete Math 2020)
Discrete Math
Chapter 4: Functions (Camera kept having issues, so some is missing)
- Section 24: Functions
- Section 26: Composition
14
Lecture 10 (Discrete Math 2020)
Discrete Math
Chapter 4: More Proof
- Section 21: Smallest Counterexample
- Section 22: Induction
15
Lecture 8 (Discrete Math 2020)
Discrete Math
Chapter 3: Counting and Relations
- Section 17: Binomial Coefficients
17
Lecture 7 (Discrete Math 2020)
Discrete Math
Chapter 3: Counting and Relations
- Section 15: Equivalence Relations
- Section 16: Partitions
18
Lecture 6 (Discrete Math 2020)
Discrete Math
Chapter 3: Counting and Relations
- Section 14: Relations
19
Lecture 5 (Discrete Math 2020)
Discrete Math
Chapter 2: Collections
- Section 12: Sets II
- Section 13: Combinatorial Proof Example
20
Lecture 4 (Discrete Math 2020)
Discrete Math
Chapter 2: Collections
- Section 9: Factorial
- Section 10: Sets
- Section 11: Quantifiers
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22
Lecture 2 (Discrete Math 2020)
Discrete Math
Chapter 1: Fundamentals
- Section 5: Proof
- Section 6: Counter Example
- Section 7: Boolean Algebra
23
Lecture 1 (Discrete Math 2020)
Discrete Math
Chapter 1: Fundamentals
- Section 1: Joy
- Section 2: Speaking (and Writing) of Mathematics
- Section 3: Definition
- Section 4: Theorem
Lecture 8 (Discrete Math 2020)
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