If you are a flower then April is allegedly the cruellest month, but if you are a student of any sort then I'm sure you would have picked June.

The division of plant cells is governed by their shape – just one example of how maths may reveal the fundamental laws underlying biology.

A brief introduction to bits and why they're not the same as 0s and 1s.

What are the mysteries that still remain in particle physics?

It's amazing to think that our world is based on a handful of fundamental particles and forces. Find out how it all fits together.

How crinkly is crinkly?

The Universe's expansion may not be accelerating as fast as we thought.

Will computers ever replace human mathematicians?

What are mathematical proofs, why do we need them and what can they say about sheep?

David Spiegelhalter's new book Sex by numbers takes a statistical peek into the nation's bedrooms. In this interview he tells us some of his favourite stories from the book. Read the article or watch the video!

If I tell you that it's Monday today, then you know it's not any of the other six days of the week. Perhaps the information content of my statement should be measured in terms of the number of all the other possibilities it excludes? Back in the 1920s this consideration led to a very simple formula to measure information.

Kolmogorov complexity gives a high value to strings of symbols that are essentially random. But isn't randomness essentially meaningless? Should a measure of information assign a low value to it? The concept of sophistication addresses this question.