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Hilbert Curve Weekender Tote Bag featuring the digital art Bauhaus on Hilbert Curve of Order 6 by Martin Krzywinski

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Bauhaus on Hilbert Curve of Order 6 Weekender Tote Bag

Martin Krzywinski

by Martin Krzywinski

$48.00

Size

Rope Color

Image Size

 
 

Product Details

Our weekender tote bags are chic and perfect for a day out on the town, a staycation, or a weekend getaway.   The tote is crafted with soft, spun poly-poplin fabric and features double-stitched seams for added durability.   The 1" thick cotton handles are perfect for carrying the bag by hand or over your shoulder.   This is a must-have for the summer.

Design Details

A Hilbert curve of order 6. The curve begins with the first colored circle (blue). The next position has an even chance of using the same or next... more

Care Instructions

Spot clean or dry clean only.

Ships Within

2 - 3 business days

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Bauhaus on Hilbert Curve of Order 6 Digital Art by Martin Krzywinski

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Bauhaus On Hilbert Curve Of Order 6 Ornament

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Weekender Tote Bag Tags

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Digital Art Tags

digital art hilbert curve digital art math digital art geometry digital art line digital art square digital art space-filling curve digital art fractals digital art simple digital art recursive digital art quadrant digital art bauhaus digital art randomness digital art random digital art

Comments (2)

Rita Vidigal

Rita Vidigal

So many dots, genial !!

Cathy Lindsey

Cathy Lindsey

Nice! Congratulations!

Artist's Description

A Hilbert curve of order 6. The curve begins with the first colored circle (blue). The next position has an even chance of using the same or next circle. The color scheme is in the Bauhaus style. A curve of order n has 4^n-1 points and length 2^n-1/2^n. The higher the order, the more tightly the curve packs into a square.

For more information visit http://mkweb.bcgsc.ca/hilbert

About Martin Krzywinski

Martin Krzywinski

As a scientist, it is my responsibility not only to present work clearly, but to connect broadly by sparking imagination and enthusiasm for inquiry and understanding. To do this, science communication must engage both cognitively and emotionally. I try to make people think and feel good by creating visualization tools and information graphics that combine analytical clarity with an artistic dimension. During my work on cancer genomes, I created Circos, now a community standard for displaying information in this field. More recently, I introduced a method for rationally visualizing networks using hive plots. My information graphics have appeared in the New York Times, Wired, Scientific American and on covers of books and...

 

$48.00