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Sezon 2025
Featuring Professor David Eisenbud discussing numerical semigroups.
Also discussing Sylvester's Theorem, prime numbers and the Frobenius Number Problem.
Featuring Professor David Eisenbud discussing numerical semigroups.
Also discussing Sylvester's Theorem, prime numbers and the Frobenius Number Problem.
Sophie Maclean explains Animal Tic-Tac-Toe - and why the Snakey hexomino is the only "unsolved" creature.
Sophie Maclean explains Animal Tic-Tac-Toe - and why the Snakey hexomino is the only "unsolved" creature.
Brady Haran is at the Royal Society looking at the book which resulted in the name "Mersenne Primes".
Brady Haran is at the Royal Society looking at the book which resulted in the name "Mersenne Primes".
Rob Eastaway looks at numbers, quirks, and codes (plus some conspiracy theories) in William Shakespeare's First Folio.
Including some interesting historical stuff about the use of
.. show full overview
Rob Eastaway looks at numbers, quirks, and codes (plus some conspiracy theories) in William Shakespeare's First Folio.
Including some interesting historical stuff about the use of numbers in Shakespeare's plays, then some slightly wild conspiracy theories about Francis Bacon and codes in the text. And a bit about chronograms.
Matt Parker is back with Multi-Magic Squares and news of a mathematical breakthrough.
Matt Parker is back with Multi-Magic Squares and news of a mathematical breakthrough.
Featuring Ben Sparks on all sorts of fractals, Sierpiński triangles, and other amazing stuff including imaginary cubes...
Featuring Ben Sparks on all sorts of fractals, Sierpiński triangles, and other amazing stuff including imaginary cubes...
Tony Padilla explores the Mega and Moser.
Tony Padilla explores the Mega and Moser.
Cliff Stoll and Lucas Clarke stretch a Klein Bottle to record lengths.
Cliff Stoll and Lucas Clarke stretch a Klein Bottle to record lengths.
Po-Ling Loh discusses hypothesis testing and a famous experiment involving cups of tea.
Po-Ling Loh discusses hypothesis testing and a famous experiment involving cups of tea.
Featuring Ben Sparks...
Featuring Ben Sparks...
Tom Crawford poses a problem and finds an answer
Tom Crawford poses a problem and finds an answer
Michael Magee explores a seemingly simple equation with hidden depths... And delves into Vieta jumping (or root flipping)
Michael Magee explores a seemingly simple equation with hidden depths... And delves into Vieta jumping (or root flipping)
Christian Lawson-Perfect on creating the Herschel Enneahedron.
Christian Lawson-Perfect on creating the Herschel Enneahedron.
Professor Chris Oates discusses one of the most puzzling paradoxes in statistics.
Professor Chris Oates discusses one of the most puzzling paradoxes in statistics.
Tom Crawford explores the Gaussian Integral.
Tom Crawford explores the Gaussian Integral.
John Conway's amazing Base 13 Function, demonstrated by Asaf Karagila.
John Conway's amazing Base 13 Function, demonstrated by Asaf Karagila.
Brady Haran's lecture at the Royal Society upon receiving the Zeeman Medal...
Brady Haran's lecture at the Royal Society upon receiving the Zeeman Medal...
Richard Elwes explores the world of polyhedra and toroids, including the legendary Holey Monster.
Richard Elwes explores the world of polyhedra and toroids, including the legendary Holey Monster.
Featuring Richard Elwes.
Featuring Richard Elwes.
Is there one ring to rule them all? Kevin Tucker goes deep into the world of mathematical rings, among other things.
Is there one ring to rule them all? Kevin Tucker goes deep into the world of mathematical rings, among other things.
Harshad Numbers are also known as Niven Numbers.
Harshad Numbers are also known as Niven Numbers.
Zvezdelina Stankova discusses the raffle function - and her epic proof ends with an interesting connection.
Zvezdelina Stankova discusses the raffle function - and her epic proof ends with an interesting connection.
A "killer sudoku" with a stroke of genius...
A "killer sudoku" with a stroke of genius...
Asaf Karagila discusses ordinal numbers.
Asaf Karagila discusses ordinal numbers.
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