![How Many Number Fields Are There?](/content/images/size/w600/2024/02/0-RcSITwPcIfPUej4T.webp)
Abstract Algebra
How Many Number Fields Are There?
Modern results on a problem from the 1800s.
Abstract Algebra
Modern results on a problem from the 1800s.
Probability Theory
On proving that things exist without constructing them
Topology
A Brief History of Spread-out Spaces.
Number Theory
An ancient proof to give insight into an unsolved problem.
Bayesian Statistics
A single, basic example: fully explained.
Arithmetic
The strange debate and controversy in K-12 math education
Number Theory
On the number of rational solutions to polynomials.
Quantum Physics
How to understand a core idea from Quantum Mechanics.
Bayesian Statistics
A Bayesian argument for why humans will soon be extinct
Topology
Get $1 million if you solve this math problem.
Analysis
Their zeroes have opposite properties
Complex Analysis
The Strange Functions Used to Solve Fermat’s Last Theorem
Optimization
Turning a Classic Problem Infinite and Fractal-like
Mathematics
Unsolved weirdness in 1-dimension
Mathematics
Strange Spaces in Music Theory
Mathematics
A beautiful revolution of the concept of “space”