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Guaranteeing a good shuffle of cards

Four friends, Mark, Richa, Peter and Tom, play cards every evening. Peter is a probabilist while the other three work in algebra. On one evening they become bored of riffle shuffling.

What if Set was even harder?

Most people are familiar with the game Set. A bunch of cards are laid out, and players race to spot a triple where each feature is either all the same or all different. What happens when we consider an expansion of this game?

No more detention: how to arrive on time with math

Getting to class on time isn't hard, if you leave on time and know the fastest route. But what’s the fastest route when the hallways are crowded? For their final high school project, Dylan and Tobias worked on finding the most efficient ways to navigate school during peak hours.

Gut flow: key to studying the microbiome

The gut microbiome works hard to keep you healthy. To understand it, we need to know how nutrients travel through the gut. This is where gut flow enters the story. How can we simulate gut flow with mathematics?

Can mathematics help you cook just enough?

Leftovers are usually no issue. But what if you’re cooking for hundreds of people? Using
mathematics, specifically the Central Limit Theorem, we try to cook just the right amount.

Mr Markov playing Snakes and Ladders

Have you ever wondered what kind of insights you can gain about games by looking at it using a mathematical lens? In this article we have a look at Snakes and Ladders, and in a follow up article we will dive into Monopoly!

Could the Future of Artificial Intelligence be Self-Organising?

One of the main building blocks of modern AI-tools are artificial neural networks, abstract models inspired by the structure and functions of biological neural networks which enable machines to "learn". In this article, I will discuss some thoughts on this topic.