Relatively prime

The Type Theory Podcast

Breaking Math

OAME talks - About teaching mathematics

Make Math Moments - About teaching mathematics

Estimation 180

Math for breakfast- About teaching mathematics

Mr Barton Maths

10 Minute Teacher Podcast


A brief history of Mathematics

Simon Singh's Numbers

Sum of all parts

The Math Guy

My favourite Theorem

WS More or Less: When maths mistakes really matter

WS More or Less: When’s a Kilogram Not a Kilogram?

WS More or Less: Kilobyte to Brontobyte

WS More or Less: Why Albums are Getting Longer

One in 500 Year Storm

WS More or Less: The story of average

The maths of spies and terrorists

WS More or Less: How not to test public opinion

The High Street, Home Births and Harry Potter Wizardry

Abortion, modern slavery, math versus maths

WS More or Less: Debunking guide – on a postcard

Radiolab - Numbers

For The Love Of Numbers


Math, Kurt Weill, Danica McKellar

Bad Incentives Are Blocking Better Science

The Secret To Tracking And Mapping Bears

Who’s Accountable When An Algorithm Makes A Bad Decision?

Can You Taste The Algorithm In This Arugula?

Rating Subjective Experiences Is Hard, But Fandango Is Really Bad At It

Episode 912: How Uncle Jamie Broke Jeopardy

10 11 51 52 62 18

Episode 677: The Experiment Experiment

Why A Pack Of Peanut Butter M&M's Weighs A Tiny Bit Less Than A Regular Pack

Episode 485: What's Your Major?

At $17.5 Million A Year, Le Bron James Is Underpaid


Hurricane Joseph & The Calculator That Time Forgot

“How Much Brain Damage Do I Have?”

How Do We Know What Really Works In Healthcare?

In Physics, Beauty May Be Overrated

How Can Math Make Your Holidays Merrier?

Randall Munroe Asks, ‘What If?’

Why Machines Discriminate—and How to Fix Them

The Surprisingly Predictable Patterns of Random Choice

Do Your Patriotic Duty: Learn Math

The Simpsons' Secret? It's Written By Math Geeks

Eugenia Cheng: How To Bake Pi

Pi Day

A Broadway Hit, With An Autistic Math Whiz At Its Center

The Teacher Who Believes Math Equals Love

Steven Strogatz: The Joy Of 'X'

Why Aren't More Girls Attracted To Physics?

Actress Danica Mc Kellar Helps “Girls Get Curves”

Marketplace Weekend

Loneliness: Stories About Finding Friends

Help: Stories about desperate situations

In Honor Of Pi Day: Stories About Math

Math Problems: Stories About Struggles With Math

Adriana Salerno: A Different Kind Of Problem

Alex Bellos: Your Favorite Number

Edward Frenkel: The Test

Teachers on Math Strategy

Erika Engelhaupt: The Science Of Speeding

Jen Fitzgerald: Rocky The Mathlete

Children Catch Math Anxiety From Parents

The Age of the Algorithm

On Average

What Really Is At The Bottom Of The Sea?

What’s In A Number? — 2006 Edition

Am I Normal? Download

How One Computer Hacker Conquered Online Dating, Opens Locked Cars, and More (#74)

Down and Dirty at the Museum of Math?

The Shape of Space

Partial Differential Equations for Scientists and Engineers

Applied Mathematics: A Very Short Introduction

Mathematics: A Very Short Introduction

Game Theory: A Very Short Introduction

Numbers: A Very Short Introduction

Probability: A Very Short Introduction

A mathematician's apology (1940)

Handbook of mathematics (1945)

Fantasia mathematica (1958)

Gödel's proof (1958)

Sphereland (1965)

Topology from a differentiable viewpoint (1965)

An introduction to commutative algebra (1969)

Mathematics made difficult (1972)

A course in arithmetic (1973)

Introductory functional analysis with applications (1978)

A book of abstract algebra (1982)

To mock a mockingbird (1985)

Proofs and types (1989)

Primes of the Form X2 + Ny2: Fermat, Class Field Theory, and Complex Multiplication (1989)

Algebraic Number Theory (1992)

Concrete mathematics (1994)

How to prove it (1994)

Linear algebra done right (1995)

Algebraic Curves and Riemann Surfaces (1995)

Visual complex analysis (1997)

Conceptual Mathematics: A First Introduction To Categories (1997)

Geometry and the imagination (1999)

Combinatorial Optimization: Polyhedra and Efficiency (2002)

Sets for Mathematics (2003)

A first course in linear algebra (2004)

The art of problem solving (2006)

The princeton companion to mathematics (2008)

Visual group theory (2009)

Algebra: Chapter 0 (2009)

Essentials of discrete mathematics (2009)

Computational Topology: An Introduction (2010)

Foundations of analysis (2012)

Homotopy type theory (2013)

The napkin project (2017)

Mathematics for computer science (2017)

Immersive linear algebra (2017)

Programmer's Introduction to Mathematics (2018)

Physically based rendering: from theory to implementation

Invitation to ergodic theory

Abstract Algebra: Theory and Applications

Linear algebra

Books by John Allen Paulos

Disquisitiones Arithmeticae

Reading List by American Institute of Mathematics

Introduction To Bayesian Statistics (2007)

The Indisputable Existence of Santa Claus

How to Bake Pi

The Joy of x

Love and Math: The Heart of Hidden Reality (Hardcover)

How to Solve It: A New Aspect of Mathematical Method


Chaos and Fractals

The Mathematics of Music

The Magic & Joy of Exploding Dots

Guide to Discrete Mathematics

Discrete Mathematics

Numerical Optimization

Reading, Writing, and Proving

Quantum Theory for Mathematicians

Modeling Life

Introduction to Smooth Manifolds

How Not to Be Wrong: The Power of Mathematical Thinking (Hardcover)

The Magic Of Math

Understanding Analysis

Ordinary Differential Equations

Complex Analysis

Calculus With Applications

Real Analysis

Probability Theory

Abstract Algebra

Applied Linear Algebra

Proofs from THE BOOK

A Pythagorean Introduction to Number Theory

Indian Mathematics

Mathematical Methods for Physicists

Fourier Series

On Numbers and Games

Mathematics in India

Gödel's Proof

Once Upon A Number: The Hidden Mathematical Logic Of Stories (Paperback)

Oliver Byrne: The First Six Books of the Elements of Euclid

The Princeton Companion to Mathematics


Calculus On Manifolds: A Modern Approach To Classical Theorems Of Advanced Calculus

My Best Mathematical and Logic Puzzles (Dover Recreational Math)

A course in mathematical analysis

A Mathematician's Apology

Real Analysis

e: The Story of a Number

Unknown Quantity: A Real and Imaginary History of Algebra

The Pea and the Sun: A Mathematical Paradox

The Nature of Mathematical Modeling

The Mathematics of Politics

Introduction to Mathematical Thinking

Abstract algebra (2014)

MIT linear algebra (2010)

MIT multivariable calculus (2007)

MIT multivariable calculus by Prof. Denis Auroux

MIT multivariable control systems (2004)

MIT singlevariable calculus (2006)

Nonlinear dynamics and chaos (2014)

Stanford mathematical foundations of computing (2016)

Types, Logic, and Verification (2013)

Discrete Mathematics and Probability Theory

Mathematics for Machine Learning Specialization

Khan Academy

Automata Theory

Discrete Optimization

Discrete Mathematics

Introduction to Formal Concept Analysis

Matrix Factorization and Advanced Techniques

Mathematics for Computer Science

Mathematics for Machine Learning: PCA

Computational Thinking for Problem Solving

Essential Math for Machine Learning: R Edition

Mathematics for Machine Learning: Multivariate Calculus

Mathematics for Machine Learning: Linear Algebra

Discrete Structures

Maths Essentials

Probability and Stochastics for finance

Financial Mathematics

Math in Sports

Data Science Math Skills

Probability and Statistics in Data Science using Python

A Mathematical Exploration of Music and Sound

Quantitative Model Checking

Introduction to the Theory of Distributions and Applications

Introduction to Discrete Choice Models

A short lecture series on contour integration in the complex plane

Mathematical Modeling Of Manufacturing Processes

ENGR1.0x: Introduction to Engineering and Engineering Mathematics

Mathematical Methods and Techniques in Signal Processing

How to Learn Math: For Students

Effective Thinking Through Mathematics

Mathematics for economists

Math behind Moneyball

Street-Fighting Math

Mathematics: the Language of Nature

Math 101

Technical Math for Industry

A-level Mathematics for Year 12 - Course 1: Algebraic Methods, Graphs and Applied Mathematics Methods

Essential Math for Machine Learning: Python Edition

Higher Engineering Mathematics

Mathematical Finance

Integral Transforms And Their Applications

Introduction to Methods of Applied Mathematics

Applied Trade Math MOOC

Applied Multivariate Analysis

Numbers for Life

Science Fiction/Science Fact: Predictions and Math (Lite)

Maths for Humans: Linear, Quadratic & Inverse Relations

Maths for Humans: Linear and Quadratic Relations

Maths for Humans: Inverse Relations and Power Laws

Mathematics for Chemistry

Getting a Grip on Mathematical Symbolism

Fractals and Scaling

Engineering Mathematics - I

Advanced Engineering Mathematics

Mathematical methods and its applications

Basic Science: Understanding Numbers

Precalculus: the Mathematics of Numbers, Functions and Equations

Maths Puzzles: Cryptarithms, Symbologies and Secret Codes

Mathematical Modeling in the Life Sciences 生物数学建模

Path Integral and functional methods in quantum field theory

Cracking Mechanics: Further Maths for Engineers

Introduction to Engineering Mathematics with Applications

CSET Math Subtest I Exam Preparation Resource

Teaching Secondary Mathematics through Social Issues

CSET Math Subtest II Exam Preparation Resource

CSET Math Subtest III Exam Preparation Resource

Moving to Maths 2.0

Preparing for College: Math Proficiency

College Mathematics


College Readiness – Reading, Writing and Math

A-level Mathematics for Year 12 - Course 2: Calculus, Newton’s Laws and Hypothesis Testing

Understanding Maths and Logic in Computer Science

The Equipartitioning Learning Trajectory: a K-5 Foundation for Rational Number Reasoning

Mastering Language for the Common Core State Standards: Focus on Mathematics in Elementary Grades

College Readiness Math MOOC

(K-12) Teaching Math Through Problem-Solving K-12

(K-12) Communicating in Mathematics in the K-12 Classroom

Communicating in Math in the K-12 Classroom

Teaching Math Through Problem-Solving K-12

College Readiness (SU17) – Reading, Writing and Math

Math Refresher Course

College Readiness (FL17) – Reading, Writing and Math

Integrating Language Development and Content Learning in Math: Focus on Reasoning

Fraction Foundations: Helping Students Understand Fractions

Teaching Mathematics with Technology

An Introduction to Recreational Math: Fun, Games and Puzzles

World Class Maths: Asian Teaching Methods

Flexagons and the Math Behind Twisted Paper

World Class Maths: Asian Teaching Practice

Maths Subject Knowledge: Proportional Reasoning

Mathematics for Computer Science

Essential Math for Machine Learning: R Edition

Mathematics for Machine Learning: Linear Algebra

Financial Mathematics

Engineering Mathematics - I

Advanced Engineering Mathematics

Discrete Structures

Mathematics for economists

A-level Mathematics for Year 12 - Course 2: Calculus, Newton’s Laws and Hypothesis Testing