Plus Blog

February 9, 2015

This short video features one of our favourite mathematicians, Corinna Ulcigrai from the University of Bristol, talking about mathematical billiards, its connection to chaos theory, and why mathematicians study it. You can also read our article Chaos on the billiard table, based on an interview with Ulcigrai.


This video was originally produced for the Cambridge Mathematics Education Project.

2 comments
February 2, 2015

Our image of the week shows Joana Grah, the levitating PhD student.

Image by Carola-Bibiane Schönlieb, Joana Grah and Kostas Papafitsoros.

It's not supernatural powers that help Joana fly, but the equation on the blackboard. This partial differential equation can be used to fill in specific parts of an image based on what's around it. The process is called inpainting. For this image the equation was solved numerically to remove the stool Joana was sitting on. Image inpainting has wide ranging practical applications: from the restoration of satellite images, enhancement of medical images, the renovation of digital photographs and artwork, to special effects in images and videos.

This image was created by Carola-Bibiane Schönlieb, head of the Cambridge Image Analysis group at the Department of Applied Mathematics and Theoretical Physics, University of Cambridge, Joana Grah and Kostas Papafitsoros. It won the EPSRC science photo competition in 2013. You can read more about Schönlieb's work on inpainting in this Plus article.

See here to see previous images of the week.

January 8, 2015

Our image of the week may look like a bird in flight...

Image by Hamid Naderi Yeganeh.

...but it’s actually a collection of points in the plane given by a mathematical formula. To be precise, it’s a subset of the complex plane consisting of points of the form

  \[ \lambda A(t)+(1-\lambda )B(t), \]    

where

  \[ A(t)= 3(\sin (t))^{3}- \frac{3i}{4}\cos (4t) \]    

and

  \[ B(t)= \frac{3}{2}(\sin (t))^{5} - \frac{i}{2}\cos (3t) \]    

for $0\leq t \leq 2\pi $ and $0\leq \lambda \leq 1.$

The image was created by Hamid Naderi Yeganeh. You can see more of Hamid's images on this website and on the American Mathematical Society website.

See here to find out more about the complex plane and here to see previous images of the week.

1 comments
January 2, 2015

Charlie Stripp, Chief Executive of Mathematics in Education and Industry (MEI), has been awarded an MBE in the 2015 Queen's New Year Honours List in recognition of his services to education.

Charlie Stripp

Charlie Stripp. Image from the NCETM website.

Charlie taught mathematics for ten years in the state sector before joining MEI in 2000 to set up the pilot project that eventually became the Further Mathematics Support Programme. He became MEI's Chief Executive in 2010. Charlie is also Director of the National Centre for Excellence in the Teaching of Mathematics (NCETM), seconded from MEI on a half-time basis, and is regularly consulted by the government on mathematics education issues.

"I am delighted for my work to have been recognised with this very special honour," says Charlie. "In recent years there have been unprecedented changes in mathematics education, particularly in curriculum development and the professional development of teachers, and it has been a privilege to have been in a position to influence them."

MEI's Chairman Gerald Goodall says: "MEI plays a leading role in expanding opportunities for access to high quality mathematics education and we are very fortunate to benefit from Charlie’s leadership. MEI's trustees and staff are delighted to see Charlie's hard work and dedication recognised in this way."

Congratulations Charlie!

December 24, 2014
Kleing beer

It must almost be holidays for everyone and so it's nearly time to celebrate! For many people that involves having a nice cold glass of something and we have found the very best way to open a bottle – a beautiful Klein Bottle Opener from Bathsheba! We love Klein bottles, just one of many beautiful mathematical surfaces. You can read all about them while you enjoy your glass of bubbly!

Merry Christmas from all of us here at Plus!

Return to the Plus Advent Calendar

1 comments
December 23, 2014
sprinter

Still have presents to buy? You'll need to be quick! To help you win the race to get those final gifts here are some mathematically sporty books by some of our favourite Plus authors!

In the brilliant Taking chances John Haigh gives a brilliant introduction to probability and its role in the lottery, quiz shows, games and all types of sport. Haigh has also written two excellent books with Rob Eastaway, How to take a penalty: The mathematical curiosities of sport and The hidden mathematics of sport.

If football in particular is the passion of your intended recipient, we recommend How to score: science and the beautiful game by Ken Bray. And for a mathematical book, filled with football inspired illustrations of mathematical ideas, there's The Num8ber My5teries by Marcus du Sautoy.

All our sport knowledge comes from our neighbour and boss, John D. Barrow, who often drops in to convey the latest mathematical news from the world of physical activity. One of our favourite stories was how he discovered a new rowing rig by analysing the maths of the ideal positioning of rowers. You can read 99 other fascinating facts in his book 100 Essential Things you didn't know you didn't know about sport.

And of course, you can read more about the mathematics of sport on Plus and the Sportal.

Return to the Plus Advent Calendar

Syndicate content