Henry Segerman's Mathematical Art

Designs by henryseg
Thank you for visiting my shop! Videos of many of the sculptures can be seen on the pages for the individual models, or you can visit my YouTube channel. See my website for non-3D printed artwork and other interesting things. Many of these sculptures are joint work with Saul Schleimer. Some of these feature our "maker's mark", shown here. I also have a second Shapeways shop, a collaboration with Marco Mahler to design 3D printed mobiles.

We found 100 products by henryseg

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Self referential cube.
 
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A self-referential tessellation of the torus.
 
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This is a larger version of Juggling Club Motion (http://shpws.me/3V5k), and is hollow, to keep down the cost. The wall thickness is suitable for p...
 
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This was generated by Mathematica using the following code: f[u_, v_] := {u, v, u^2 - v^2}; scale = 40; radius = 0.75; numPoints = 24; gridSteps =...
 
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 The usual version of a Möbius strip has as its single boundary curve an unknotted loop. An unknotted loop can be deformed into a circle,...
 
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This is perhaps the least dense regular lattice that there is, with the shortest loop in the edges of length 10, and each vertex having only 3 neig...
 
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A version of http://www.segerman.org/autologlyphs/dodecahedron_photo.jpgprojected onto a sphere and embossed.
 
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This steampunk style knotted cog was procedurally generated using 3-dimensional spherical geometry, then stereographically projected into our (most...
 
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See also Calculus surfaces (small).
 
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The goal of this puzzle is to assemble the six identical "rib" pieces shown in the first picture into the cage-like structure shown in the others. ...
 
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This is the trefoil knot, printed out in a shape that will smoothly roll across the table!
 
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This is a collection of common example surfaces from classes in multivariable calculus. Much larger versions of these surfaces are available here. ...
 
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A small version of the puzzle is available here. The goal is to assemble the five identical pieces shown in the first picture into the ring-like s...
 
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This is a small version of Triple Gear. In this unusual mechanism three gears mesh together in pairs, and yet they can turn! If you take three...
 
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