From data to decisions
Causal inference is the art of discerning cause and effect from data. Find out more in this introduction.
Causal inference is the art of discerning cause and effect from data. Find out more in this introduction.
How do you discern cause and effect when you can't do a controlled experiment? Directed acyclic graphs (DAGs) are a fun and important tool.
The mathematics of the future needs more specialist maths teachers, stronger university provision, and sustained research funding.
How confident is the Large Language Model chatbot that its answers are correct? And how confident can we be about this confidence? This article investigates.
Can topological data analysis create a revolution in the life sciences?
See all our content on this fascinating method that uses pure maths to analyse real-life data.
The mathematician Emmy Noether was a "creative mathematical genius" (Albert Einstein) whose work had far-reaching impact beyond the world of pure mathematics. This collection brings together content exploring Noether's life and work
In this episode of Maths on the Move we talk to historian of mathematics David E. Rowe about the play Diving into math with Emmy Noether.
Find our what the Isaac Newton Institute for Mathematical Sciences is doing to promote the communication of mathematics and hear from mathematical communications superstar Hannah Fry!
One of the most important mathematicians of her time, Noether also proved a fundamental result in physics.
Our digital, networked lives are only possible thanks to cryptography, but quantum computing could make our current techniques useless. How can we prepare for this quantum future and ensure we can continue to live our digital lives?
Ingenious uses of maths have provided the key to internet security, but how can we secure our digital lives in the face of quantum computing?