My submission to the art exhibit at #BridgesMathArt2023. The second picture shows a brief description of it taken from the supplement to my squiggles paper (https://archive.bridgesmathart.org/2023/bridges2023_Supplement_108.pdf).

Yes…I have indeed finally written a paper about squiggles, it can be found at https://archive.bridgesmathart.org/2023/bridges2023-469.pdf.

#mathart #mathsart #wedgeSquiggles #arcSquiggles #polygonSquiggles

(9/?) Another try at a physical tatted squiggle. This one is only about an inch and a half in length.

I tried “dyeing” the thread with permanent marker to get two strands with the same characteristics other than colour.

#tatting #mathart #mathsart #polygonsquiggles

29-gon squiggles, also shown with wedges.

#polygonSquiggles #wedgeSquiggles #mathart #mathsart

(8/?) Here is another tatted physical representation of a squiggle.

I was trying to approximate the basic unit used in this picture https://mathstodon.xyz/@HypercubicPeg/109519987316245678

#tatting #mathart #mathsart #polygonSquiggles

R. Sunder-Raj (@[email protected])

Attached: 1 image More #polygonSquiggle stuff from a while ago. #mathart #mathsart

Mathstodon

(7/7) New attempts at physical squiggles…now that I know a little tatting.

There are probably errors, but it is just a proof-of-concept thing at this point.

#polygonSquiggles #wedgeSquiggles #tatting #mathart #mathsart

Not #polygonSquiggles or #wedgeSquiggles this time. But nevertheless it is a squiggle drawing.

#mathart #mathsart #crescentsquiggles #rhombus #symmetry #rhombusWorms

Here is a #Halloween pattern based on a modification of one of my #pentagon patterns and a tiny bit of #recursion.

#symmetry #pentagons #polygonsquiggles

"Creatures of the Seven Seas": The creatures depicted here are constructed from heptagons, rings of heptagons, and heptagon squiggles. In some cases, they appear to be using patterns of shading to conceal their true structure :)

I made this in 2018 and it was shown at the JMM in 2019.

#polygonsquiggles #mathart #mathsart #heptagons

(2/3) In these pages, I look at what happens if I change the sequence of numbers that I use to construct the squiggle from the simple 1,2,3,…,n. I also take a look at why for ‘linear’ squiggles, the centers of rotation of the parts of the squiggle lie on one of two lines.

#polygonSquiggles #wedgeSquiggles #mathart #mathsart #geometry