Henry Segerman

[8] Laura Taalman in a review said, "Segerman's book is an inside tour of mathematics with breathtaking 3D-printed scenery.

[9] Segerman uses mathematical tools including quaternions,[10] Euclidean and non-Euclidean geometries and stereographic projection to create instructions for 3D printers.

[15][12] Segerman has also explored kinetic artwork, designing mechanisms that move in unusual or seemingly paradoxical ways.

[6]: 128 Segerman has appeared as a recreational mathematician[16] at Gathering 4 Gardner conferences[17] and is a frequent contributor to Numberphile.

Using computer search and help from fellow recreational mathematician Robert Bosch, they created a "numerically balanced" 120-sided die in the shape of a disdyakis triacontahedron.

Henry Segerman at the Institute for Computational and Experimental Research in Mathematics in 2019
Photo by Sabetta Matsumoto
Triple gear
by Saul Schleimer and Henry Segerman
Figure eight knot complement
by François Guéritaud, Saul Schleimer, and Henry Segerman