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Math Craft

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Nov 29, 2011

Just watched PBS origami doc Between the Folds last night. If you haven't seen it, I highly recommend it. It's a beautiful film, really inspiring. Lots of Math Craft-related subject matter. Available ...

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Nov 29, 2011

Thanksgiving. It's sadly over. But happily replaced by the Christmas season!My apartment complex is already full of the Christmas spirit. Wreaths are tacked up on wooden doors, windows contain strands ...

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Nov 29, 2011

In Monday's post, we created a sliceform model of a hyperbolic paraboloid. In today's post, we will create a similar model using skewers. The hyperbolic paraboloid is a ruled surface, which means that ...

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Nov 29, 2011

Here's my Sonobe Jasmine Dodecahedron built from Imatfaal's instructions.I built it using "cheap" patterned origami paper (150 cm so I could use Imatfaal's measurements) from Michael's.  I then took s ...

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Nov 28, 2011

It's Monday, which means once again, it's time to highlight some of the recent community submissions posted to the Math Craft corkboard. In this post, we'll also make a flexagon, which is a type of tr ...

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Nov 28, 2011

It's Monday, which means once again, it's time to highlight some of the recent community submissions posted to the Math Craft corkboard. I also thought that we'd try and create something known as an " ...

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Nov 28, 2011

It's another Monday, which means once again, it's time to highlight some of the recent community submissions posted to the Math Craft corkboard. Additionally, I thought we'd take a look at the Mobius ...

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Nov 28, 2011

It's Monday, which means once again, it's time to highlight some of the most recent community submissions posted to the Math Craft corkboard. I also thought we'd take a look at building a sliceform mo ...

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Nov 28, 2011

Math Craft admin Cory Poole posted instructions on How to Make a Cube, Octahedron & Icosahedron from Sonobe Units, plus some great complex models in his article, How to Make a Truncated Icosahedron, P ...

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Nov 28, 2011

Last week Math Craft admin Cory Poole demonstrated how to make three of the platonic solids from Sonobe units: the cube, the octahedron, and the icosohedron; but where was the dodecahedron? I was push ...