Algebraic Curves, Lecture 4: Properties of algebraic curves. 3rd Year Lecture

Algebraic Curves, Lecture 3: Curves in affine plane and the projective plane. 3rd Year Lecture

Algebraic Curves, Lecture 2: More on projective geometry. 3rd Year Student Lecture

Algebraic Curves, Lecture 1: Introduction to projective geometry. 3rd Year Student Lecture

Lie Groups: The Exceptional Lie Group G2

Lie Groups: Introduction to Lie Groups - Oxford Mathematics 4th Year Student Lecture

3 Minute Thesis Competition 2025

Algebraic Topology: Chains, Cycles, and Homology Classes - Oxford Mathematics 4th Year Lecture

Responsible modelling - Erica Thompson

Algebraic Topology: Algebraic Invariants of Spaces - Oxford Mathematics 4th Year Lecture

Blueprints: how mathematics shapes creativity - Marcus du Sautoy

History of Mathematics: Classical algebra: 19th-century beginnings of modern algebra. 3rd Yr Lecture

History of Mathematics - Classical algebra: equation solving 1800 BC - AD 1800. 3rd Year Lecture

Natural tilings: from hard rock to soft cells - Gábor Domokos

Mathematical Biology: Pattern formation in biology, lecture 3 - Oxford Mathematics 3rd Yr Lecture

Mathematical Biology: Pattern formation in biology, lecture 2 - Oxford Mathematics 3rd Yr Lecture

Mathematical Biology: Pattern formation in biology, lecture 1 - Oxford Mathematics 3rd Yr Lecture

Probability Measure Martingales: Vitali’s convergence theorem, martingale inequalities: Yr 3 Lecture

Probability, Measure & Martingales: Stopped martingales & optional sampling theorems: 3rd Yr Lecture

Probability, Measure and Martingales - Martingales: definition and first properties - 3rd Yr Lecture

Probability, Measure & Martingales - Let there be time: filtrations & stopping times, 3rd Yr Lecture

Probability, Measure and Martingales: an introduction - Oxford Mathematics 3rd Year Student Lecture

Information Theory, Lecture 8: Tunstall’s code - Oxford Mathematics 3rd Year Student Lecture

Information Theory, Lecture 7: Huffman and Arithmetic codes - Oxford Mathematics 3rd Year Lecture

The Mathematics of Wound Healing - Tanniemola Liverpool

Information Theory, Lecture 6: Shannon’s code - Oxford Mathematics 3rd Year Student Lecture

Mathematical Toy Stories - Episode 4

Information Theory, Lecture 5: Optimal codes and block coding - 3rd Year Student Lecture

Can we truly understand by counting? - Hugo Duminil-Copin

Information Theory, Lecture 4: Typical sequences - Oxford Mathematics 3rd Year Student Lecture

Information Theory, Lecture 3: Introducing Codes - Oxford Mathematics 3rd Year Student Lecture

Information Theory, Lecture 2: Basic Properties of Information - 3rd Year Student Lecture

Information Theory, Lecture 1: Defining Entropy and Information - Oxford Mathematics 3rd Yr Lecture

Complex Analysis: Multivalued functions and integration - Oxford Mathematics 2nd Yr Student Lecture

Quantum Theory: Algebraic solution of the harmonic oscillator - 2nd Year Student Lecture

Quantum Theory: The Schrodinger equation and a particle in a box - 2nd Year Student Lecture

Geometry: Conics, lecture 2 - Oxford Mathematics 1st Year Student Lecture

Roger Penrose and his 72 year-old puzzle

Geometry: Conics, lecture 1 - Oxford Mathematics 1st Year Student Lecture

Chance, luck, and ignorance: how to put our uncertainty into numbers - David Spiegelhalter

Introduction to Complex Numbers: Lecture 1 - Oxford Mathematics 1st Year Student Lecture

Mathematical Toy Stories - episode 3

Plants and Maths - how science collaborates

Mathematical Toy Stories - episode 2

Mathematical Toy Stories - episode 1

Analysis III: Basic properties of Riemann integration - Oxford Mathematics 1st Year Student Lecture

Multidimensional Analysis & Geometry: introduction to the derivative in higher dimensions, lecture 2

Multidimensional Analysis & Geometry: introduction to the derivative in higher dimensions, lecture 1

Mathematical Modelling in Biology: Infectious Disease Modelling - 2nd Year Student Lecture

Mathematical Modelling in Biology: Neuronal Signalling - Oxford Mathematics 2nd Yr Student Lecture

Mathematical Modelling in Biology: Enzyme Kinetics & Perturbation Theory - 2nd Year Student Lecture

The Banach contraction mapping theorem - Oxford Mathematics 1st Year Student Lecture

The Potential for AI in Science and Mathematics - Terence Tao

The Counting Project - Tim Harford

Linear Diophantine equations and the extended Euclidean algorithm - 1st year student lecture

From Ronald Ross to ChatGPT: the birth and strange life of the random walk - Jordan Ellenberg

A Graduate Student Supervision - Jochen Koenigsmann and Leo Gitin

3 Minute Thesis Competition 2024

James Maynard and Lasse Grimmelt - research meeting between professor and postdoctoral researcher

Infinite Jesters: what can philosophers learn from a puzzle involving infinitely many clowns?