Math Slides
A curated collection of interactive HTML presentation decks, slide outlines, and topics covering Math.
Popular presentations about Math
Applied Mathematics
Mathematics put to work on the world.
Discrete Mathematics
The mathematics of objects you can count.
A History of Mathematics
A condensed history of the longest-running argument in human thought.
Calculus — The Mathematics of Change
Newton + Leibniz, ~1665–1684
Mathematical Cryptography
A substitution cipher maps each plaintext letter to a fixed ciphertext letter. Caesar's shift is a special case: c ≡ p + k (mod 26) .
Game Theory — Strategy when others strategize too
A 13-slide tour of payoffs, equilibria, and the mathematics of mutual anticipation — from von Neumann's chessboard to the FCC spectrum auction.
Geometry — A Drafting Table Deck
A Drafting Table Deck · XIII Plates Geometry / The science of shape From the surveyor’s rope to the curvature of spacetime — thirty-five centuries of measuring the world.
Linear Algebra — Vectors, Matrices, Transformations
Vectors, matrices, transformations.
Mathematicians — Lives behind the theorems
Eleven figures, twenty-five centuries. From a Greek cult leader who heard the world as ratios to a wandering Hungarian who slept on his colleagues' couches — the people who invented the language we count, calculate, and reason in.
Number Theory — The Queen of Mathematics
2 3 “Mathematics is the queen of the sciences, and number theory is the queen of mathematics.” — C. F. Gauss ❦ ❦ Chapter I The Integers §1. The playing field The Integers The integers ℤ = { … , −3, −2, −1, 0, 1, 2, 3, … } form the bedrock of arithmetic — discrete, unbounded, equipped with addition and multiplication.
Probability — A Grammar for Uncertainty
a grammar for uncertainty
Topology — Shape without Measurement
homeomorphism Same shape, different presentation. The puzzle To a topologist, a coffee cup is a donut. Stretch, bend, twist — but never cut, never glue. Under such deformations the cup with one handle and the torus with one hole are indistinguishable. Both are surfaces of genus one.
Unsolved — Open Problems in Mathematics
Some questions sit on the board for centuries. They look simple. They aren't.