Visual Insights (Part 2)
Azimuth 2025-03-19
For several years I ran a blog called Visual Insight, which was a place to share striking images that help explain topics in mathematics. Last week I gave this talk about it at the Illustrating Math Seminar:
It was fun showing people the great images created by Refurio Anachro, Greg Egan, Roice Nelson, Gerard Westendorp and other folks. For more info on the images I talked about, go here:
• 2015 – 01 – 15 — Hammersley Sofa • 2015 – 12 – 01 — Golay Code • 2014 – 07 – 15 — {7,3} Tiling • 2014 – 03 – 15 — {6,3,3} Honeycomb • 2013 – 09 – 15 — {6,3,3} Honeycomb in Upper Half Space • 2015 – 12 – 15 — Kaleidocycle • 2016 – 02 – 15 — 27 Lines on a Cubic Surface • 2015 – 04 – 15 — Sphere in Mirrored Spheroid • 2015 – 10 – 01 — Balaban 10-Cage • 2015 – 09 – 15 — McGee Graph
You can see the whole blog at the AMS website or my website, and you can check out individual articles here:
• 2013 – 08 – 15 — Tübingen Tiling • 2013 – 09 – 01 — Algebraic Numbers • 2013 – 09 – 15 — {6,3,3} Honeycomb in Upper Half Space • 2013 – 10 – 01 — Catacaustic of a Cardioid • 2013 – 10 – 15 — Atomic Singular Inner Function • 2013 – 11 – 01 — Enneper Surface • 2013 – 11 – 15 — Astroid as Catacaustic of Deltoid • 2013 – 12 – 01 — Deltoid Rolling Inside Astroid • 2013 – 12 – 15 — Truncated Hypercube • 2014 – 01 – 01 — Pentagon-Hexagon-Decagon Identity • 2014 – 01 – 15 — Weierstrass Elliptic Function • 2014 – 02 – 01 — {5,3,5} Honeycomb • 2014 – 02 – 15 — Cantor’s Cube • 2014 – 03 – 01 — Menger Sponge • 2014 – 03 – 15 — {6,3,3} Honeycomb • 2014 – 04 – 01 — {6,3,4} Honeycomb • 2014 – 04 – 15 — {6,3,5} Honeycomb • 2014 – 05 – 15 — Pattern-Equivariant Homology of a Penrose Tiling • 2014 – 06 – 01 — Grace–Danielsson Inequality • 2014 – 06 – 15 — Origami Dodecahedra • 2014 – 07 – 01 — Sierpinski Carpet • 2014 – 07 – 15 — {7,3} Tiling • 2014 – 08 – 01 — {7,3,3} Honeycomb • 2014 – 08 – 15 — {7,3,3} Honeycomb Meets Plane at Infinity • 2014 – 09 – 01 — {3,3,7} Honeycomb Meets Plane at Infinity • 2014 – 09 – 15 — Prüfer 2-Group • 2014 – 10 – 01 — 2-adic Integers • 2014 – 10 – 15 — Packing Regular Octagons • 2014 – 11 – 01 — Packing Smoothed Octagons • 2014 – 11 – 15 — Packing Regular Heptagons • 2014 – 12 – 01 — Packing Regular Pentagons • 2015 – 01 – 01 — Icosidodecahedron from D6 • 2015 – 01 – 15 — Hammersley Sofa • 2015 – 02 – 01 — Pentagon-Decagon Packing • 2015 – 02 – 15 — Pentagon-Decagon Branched Covering • 2015 – 03 – 01 — Schmidt Arrangement • 2015 – 03 – 15 — Small Cubicuboctahedron • 2015 – 04 – 01 — Branched Cover from (4 4 3_2) Schwarz Triangle • 2015 – 04 – 15 — Sphere in Mirrored Spheroid • 2015 – 05 – 01 — Twin Dodecahedra • 2015 – 05 – 15 — Dodecahedron With 5 Tetrahedra • 2015 – 06 – 01 — Harmonic Orbit • 2015 – 06 – 15 — Lattice of Partitions • 2015 – 07 – 01 — Petersen Graph • 2015 – 07 – 15 — Dyck Words • 2015 – 07 – 15 — Labs Septic • 2015 – 08 – 01 — Heawood Graph • 2015 – 08 – 15 — Tutte–Coxeter Graph • 2015 – 09 – 01 — Hypercube of Duads • 2015 – 09 – 15 — McGee Graph • 2015 – 10 – 01 — Balaban 10-Cage • 2015 – 10 – 15 — Harries Graph • 2015 – 11 – 01 — Balaban 11-Cage • 2015 – 11 – 15 — Newton’s Apsidal Precession Theorem • 2015 – 12 – 01 — Golay Code • 2015 – 12 – 15 — Kaleidocycle • 2016 – 01 – 01 — Free Modular Lattice on 3 Generators • 2016 – 01 – 15 — Cairo Tiling • 2016 – 02 – 01 — Hoffman–Singleton Graph • 2016 – 02 – 15 — 27 Lines on a Cubic Surface • 2016 – 03 – 01 — Clebsch Surface • 2016 – 03 – 15 — Zamolodchikov Tetrahedron Equation • 2016 – 04 – 01 — Rectified Truncated Icosahedron • 2016 – 04 – 15 — Barth Sextic • 2016 – 05 – 01 — Involutes of a Cubical Parabola • 2016 – 05 – 15 — Discriminant of the Icosahedral Group • 2016 – 06 – 01 — Discriminant of Restricted Quintic • 2016 – 06 – 15 — Small Stellated Dodecahedron • 2016 – 07 – 01 — Barth Decic • 2016 – 07 – 15 — Labs Septic • 2016 – 08 – 01 — Endrass Octic • 2016 – 08 – 15 — Cayley’s Nodal Cubic Surface • 2016 – 09 – 01 — Kummer Quartic • 2016 – 09 – 15 — Togliatti Quintic • 2016 – 10 – 01 — Diamond Cubic • 2016 – 10 – 15 — Laves Graph • 2016 – 11 – 01 — Escudero Nonic • 2016 – 11 – 15 — Bunimovich Stadium • 2016 – 12 – 01 — Truncated {6,3,3} Honeycomb • 2016 – 12 – 15 — Romik’s Ambidextrous Sofa • 2017 – 01 – 01 — Chmutov Octic
Is that 79 articles? If I’d stopped at 78, that would be the dimension of E6.