Tag Archive: Mathematics

Polynomials in Wood

What has got to do with wood? Like you until a few days ago I would have said “Probably nothing” then I came across this chart: Where it relates to how the bending… Continue reading

Hyperboloid lighting

The hyperboloid of one sheet is a fascinating shape that turns up in many places. It was therefore a great example to take for a test of thearender which I recently purchased. This… Continue reading

Don Quixote tilts at Zeta functions

A friend of mine, Rohit Gupta (@fadesingh) has been doing some of the most creative mathematics communication out there. Using myths, stories, puzzles and poetry he has been making deep questions of mathematics… Continue reading

Magnetic Klein Quartic

The Klein Quartic is a absolutely fascinating object and worthy of a post in its own right, or even a book. It is clear evidence of the explosion of imagination and creativity in… Continue reading


CAMel is a project to develop Rhino Grasshopper components for CAM (Computer Aided Manufacturing). Hence the silly name. It is very much work in progress, but if you are brave enough, here is… Continue reading

The Academy: Axiom 1

The rule This post is not trying to do anything clever. It is making a statement that seems self-evident: There are three ways to gain understanding of the world: Personal experience Systems of… Continue reading

Hexayurt dome details and models

Edit 4/8/12: Andrew Maxwell, Tracy Suskin, Ying Yang, students at SAIT polytechnic in Canada, have put together the engineering details for the tri-dome. People are now starting to build my tri-dome and quad-dome… Continue reading

Will the next generation act?

Mathematics and policy need to meet in preschool [A recent collaboration with Vinay Gupta, available as a pdf] We are all products of our environment, so education is one of our best chances… Continue reading

In memorium: Foyle’s Mathematics room.

For years the mathematics books at Foyles bookshop in London had their own room. It was a strange place, to the uninitiated inexplicably yellow. It had its own quirks rules and legends. There… Continue reading

Why not knot wire?

I have been thinking quite a bit recently about ideas of knotting and weaving. There will probably be another post on the theme soon. As a mathematician it brought me straight back to… Continue reading

Arrange whatever pieces come your way

(with apologies to Virginia Wolff) A simple, classic puzzle is to give two shapes and ask if there is a way to cut one up so the pieces can be rearranged into the… Continue reading

I find myself looking for a job…

I have a weird collection of skills. Mathematics, talking about mathematics, art, making… I am certainly missing opportunities, maybe because few know the skill set even exists! So its time to advertise myself.… Continue reading