Explore fundamental concepts in discrete mathematics through a comprehensive video lecture series covering topics such as knot theory, Monsky's Theorem, magic squares, cryptography, Pascal's Triangle, Fibonacci Sequence, integer partitions, Eulerian paths and circuits, Hill encryption, the Art Gallery Problem, and the Axiom of Choice. Gain insights into practical applications of mathematical principles and enhance problem-solving skills in this engaging 90-minute presentation.
Overview
Syllabus
Introduction to Knots & Invariants.
Sharing a Sandwich Using Math - Monsky's Theorem.
Magic Squares.
Playfair Cypher.
Pascal's Triangle + Fibonacci Sequence.
Integer Partitions (Discrete Maths).
Eulerian Paths and Circuits.
Hill Encryption (w/Python).
Art Gallery Problem.
The Axiom of Choice.
Taught by
math at andrews
