Reading mathematics in Braille
Have you ever wondered how people with a severe visual impairment practice and understand mathematics?
Delegated and Distributed Quantum Computation
During the last decades, many resources have been invested in quantum computing. This research field has grown immensely and amazing results have been obtained. The plans for the future are highly ambitious, but at the same time, there are serious questions that need to be addressed.
Evening of the Abel prize - after a good night sleep
This year the work of the Israeli computer scientist Avi Wigderson and the Hungarian mathematician László Lovász was in the spotlight. On the website of the Academy we read: "They received the prize in 2021 for their foundational contributions to theoretical computer science and discrete mathematics, and their leading role in shaping them into central fields of modern mathematics."
Reading in the Christmas holiday
Welcome to the annual Christmas overview of our latest articles!
Interview with Marjan Sjerps: Mathematicians have a way of thinking that I really like
The Netherlands Forensic Institute (NFI) has a great deal of in-house knowledge in the field of forensic products, research and services, and provides many organizations in the field of security and law with reliable information from traces. Mathematical models are used within the NFI to understand the evidential value of the traces found.
Percolation theory: about math and gossip
Percolation theory is a branch of mathematics at the interface between probability theory and graph theory. The term 'percolation' originates from materials science. A representative question is as follows. Suppose some liquid is poured over a porous material. Will the liquid be able to make its way from hole to hole and reach the bottom?
Cycling to 57,912 National Monuments in the Netherlands
In March 2021 the largest roadmap instance of the traveling salesman problem ever was solved. This is a new record for the Travelling Salesman!
Discussing with two great mathematicians
Before the summer break we interviewed together with Raf Bocklandt mathematicians David Aldous and László Lovász.
A big breakthrough in the Euclidean Travelling Salesman Problem
Recently there has been a breakthrough in the field of algorithms for geometric network problems, concerning the complexity of the Euclidean Travelling Salesman Problem.
A solution to a long standing conjecture
Recently a team of mathematicians has published an article announcing a solution to a long standing open problem in graph theory, the Erdős - Faber - Lovász (EFL) conjecture. This conjecture was formulated in 1972 by mathematicians Paul Erdős, Vance Faber and László Lovász.