Clayton Shonkwiler

Animations

I like to make animations, sometimes to illustrate methods and concepts that arise in my research or teaching and sometimes just for fun. Below are a few of my favorites; the complete list is here.

Closure II

Static Images

Some knot and link images:

Unknot Trefoil knot Minimum stick number trefoil knot Impossible trefoil knot Block trefoil knot Figure eight knot Impossible figure eight knot 5_2 knot 7_4 knot 8_18 knot 8_18 knot 8_19 knot 9_47 knot Hopf Link Linked L6a1 Link Carrick Bend Borromean Rings L6a3 Link L6a5 Link L12a1892

Other mathy images:

Symbols Flakes Boxes Equilateral Sierpinski Flakes Snowflake Half Clifford Flower Star Octoplus Pinwheel Threes Negation Wallpaper Spectrum Norms Opposites Attract Dipole CMYK

The animations and images on this page were created with the help of Mathematica, Isometric, and Geom-e-Tree.

Mini Genealogy

Genealogy

This is my mathematical genealogy as construed by the Mathematics Genealogy Project. The image to the right is a schematic version of the full genealogy (also available in a PDF version). Each name in the detailed view is a clickable link to that person’s MGP page. For more, read the explanation for non-mathematicians.

Translations

Here are some translations I’ve made of papers not written in English. I don’t actually speak French or German, so I make no guarantees as to the accuracy of these translations.