InCantor’s ParadisebyMaths and Musings·Dec 28, 2020The Basel Problem: 1+1/2² + 1/3² +… = π²/6Solving the Basel problem, using an elementary introduction to fourier series!A response icon9A response icon9
InCantor’s ParadisebyMaths and Musings·Sep 23, 2020The Chessboard Puzzle and the Mathematics of InvariantsHere we crack a tricky yet simple problem at the intersection of computer science and mathematics. It also gives a lovely insight into how…A response icon1A response icon1
InCantor’s ParadisebyMaths and Musings·Aug 27, 2020Euler’s Fabulous FormulaHere we investigate and understand the brilliant formula which unlocks the power of complex numbers.A response icon5A response icon5
InCantor’s ParadisebyMaths and Musings·Aug 22, 2020What is the Axiom of Choice?Here’s a fun 2-minute guide to the infamous Axiom of Choice, one of the stranger mathematical curiosities.A response icon4A response icon4
InCantor’s ParadisebyMaths and Musings·Aug 20, 2020Mathematics Analysis For CodersAn intro to mathematical analysis, using ideas familiar to codersA response icon1A response icon1
InCantor’s ParadisebyMaths and Musings·Aug 18, 2020Erdős’ Proof of the Infinitude of PrimesLet’s take a look at an unusual proof that there are infinitely many prime numbers.A response icon5A response icon5
InCantor’s ParadisebyMaths and Musings·Aug 8, 2020The Fundamental Theorem of ArithmeticOver 2,300 years ago Euclid proved the Fundamental Theorem of Arithmetic. Now it is our turn.A response icon3A response icon3
InCantor’s ParadisebyMaths and Musings·Aug 1, 2020The Gauss Bonnet Theorem and an Introduction to Spherical GeometryA visual introduction to Spherical geometry, a geometry where triangles’ angles don’t sum to 180.A response icon3A response icon3
InCantor’s ParadisebyMaths and Musings·Jul 25, 2020Exploring Monotone Subsequences With Dynamic Programming in PythonWhen computer science and dynamic programming meets mathA response icon1A response icon1
InCantor’s ParadisebyMaths and Musings·Jul 17, 2020A Theorem of Erdos and SzekeresA Theorem by two mathematical greats, which anybody, no maths experience required, can understand! An amazing, and beautiful, result…A response icon2A response icon2