Mathematical Art 2012
Written by David Conrad   
Tuesday, 15 May 2012

Math, computing and art have had a long history together and the American Mathematical Society has just posted a gallery of stunning images from this year's exhibition. If you click on one of the works. you can also send it as an e-card - modern times indeed.

 

hardyquote

 

Mathematics and art go together because the math provides visual concepts that go beyond the everyday. Math and art go with computing because the computing provides a way to realize the visual concept.

amsart2012

 (Click to see site display)

This year's AMS art exhibition features a lot of images that are strictly mathematical in nature - toroidal graph embeddings, mobius bands and so on - but many derive directly from the interface with computing, mostly fractals. For example, try Sierpinski Cliffs or Julia weaves.

 

sierpinskicliffs

 

There are also some updates on clasics such as the hyperbolic tesselations made famous by Escher's Angels and Demons.

 

You can find them all, complete with background notes at: AMS 2012 Mathematical Art Exhibition.

Related Articles

Face Recognition Applied to Portraits

3D Kinect Art

Iconic Icons from Susan Kare

Generative Art

 

raspberry pi books

 

Comments




or email your comment to: comments@i-programmer.info

 

To be informed about new articles on I Programmer, subscribe to the RSS feed, follow us on Google+, Twitter, Linkedin or Facebook, install the I Programmer Toolbar or sign up for our weekly newsletter.


Banner


The WinterJS Javascript Runtime Is Asking For Your Attention
11/04/2024

WinterJS is a brand new Javascript runtime by Wasmer which comes with the claim that it's the fastest of them all. Let's find out if that holds true.



Microsoft Introduces .NET Smart Components
01/04/2024

Microsoft has provided a set of .NET Smart Components, described as a set of genuinely useful AI-powered UI components that you can quickly and easily add to .NET apps. The components are prebuilt end [ ... ]


More News

 

Last Updated ( Tuesday, 15 May 2012 )