Math 2.0

Resources / course

Discrete Mathematics QNQK06D4ET

URIm2://res/QNQK06D4ET
Kindcourse
CreatorsSouravChakraborty (instructor)
Date2016-01-10
Scopein

Expressions

e1: edition

Languageen
Date2016-01-10
Contents
  • part 1: Introduction
  • session 1: Course Introduction
  • session 2: Sets, Relations and Functions
  • session 3: Propositional Logic and Predicate Logic
  • session 4: Propositional Logic and Predicate Logic (Part 2)
  • session 5: Elementary Number Theory
  • part 2: Proof Techniques (Part 1)
  • session 6: Formal Proofs
  • session 7: Direct Proofs
  • session 8: Case Study
  • session 9: Case Study (Part 2)
  • part 3: Topics from Week 1
  • session 10: Sets, Relations, Function and Logic
  • part 4: Proof Techniques (Part 2)
  • session 11: Proof by Contradiction (Part 1)
  • session 12: Proof by Contradiction (Part 2)
  • session 13: Proof by Contraposition
  • session 14: Proof by Counter Example
  • part 5: Proof Techniques (Part 3)
  • session 15: Mathematical Induction (Part 1)
  • session 16: Mathematical Induction (Part 2)
  • session 17: Mathematical Induction (Part 3)
  • session 18: Mathematical Induction (Part 4)
  • part 6: Proof Techniques (Part 4)
  • session 19: Mathematical Induction (Part 5)
  • session 20: Mathematical Induction (Part 6)
  • session 21: Mathematical Induction (Part 7)
  • session 22: Mathematical Induction (Part 8)
  • part 7: Introduction to Graph Theory
  • session 23: Introduction to Graph Theory
  • session 24: Handshake Problem
  • session 25: Tournament Problem
  • session 26: Tournament Problem (Part 2)
  • part 8: Graph Theory (Part 2)
  • session 27: Ramsey Problem
  • session 28: Ramsey Problem (Part 2)
  • session 29: Properties of Graphs
  • part 9: Modeling of Problems using LP and Graph Theory
  • session 30: Problem 1
  • session 31: Problem 2
  • session 32: Problem 3 & 4
  • part 10: Combinatorics
  • session 33: Counting for Selection
  • session 34: Counting for Distribution
  • session 35: Counting for Distribution (Part 2)
  • session 36: Some Counting Problems
  • part 11: Recurrence Relations
  • session 37: Counting using Recurrence Relations
  • session 38: Counting using Recurrence Relations (Part 2)
  • session 39: Solving Recurrence Relations (Part 1)
  • session 40: Solving Recurrence Relations (Part 2)
  • part 12: Asymptotic Relations
  • session 41: Asymptotic Relations (Part 1)
  • session 42: Asymptotic Relations (Part 2)
  • session 43: Asymptotic Relations (Part 3)
  • session 44: Asymptotic Relations (Part 4)
  • part 13: Generating Functions
  • session 45: Generating Functions (Part 1)
  • session 46: Generating Functions (Part 2)
  • session 47: Generating Functions (Part 3)
  • session 48: Generating Functions (Part 4)
  • part 14: Revision
  • session 49: Proof Techniques
  • session 50: Modeling: Graph Theory and Linear Programming
  • session 51: Combinatorics

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