Robert (Bob) Bosch

Robert (Bob) Bosch

@baabbbaash.bsky.social

I have two wolves inside me—a mathematician and an artist—and I try to feed them equally well. All of my art is made without AI. I find generative AI repulsive. I have no desire to use it, nor do I wish to collaborate with anyone who uses it.

505 followers289 following219 posts

Robert (Bob) Bosch reposted

Replying to @timchartier.bsky.social

Nice! The trouble with choosing tile colours by averaging pixels is that the result can be somewhat blurry. Or, if you sample to get tile colours, noisy. A recent Master's student of mine wrote a nice thesis on "pixel art with non-square pixels". dl.acm.org/doi/pdf/10.1...

Robert (Bob) Bosch reposted

Today I tried a proof of concept to see if I could get this effect with a grayscale image and variable hole sizes. I don’t love the images I chose, but I think this is worth trying again!

Robert (Bob) Bosch reposted

Here's my latest visual illusion. I came up with the idea while walking the other day. It is a 3D-printed sheet with holes cut so that it looks different from two different directions, or when light is shone through. What do you think? Spooky? 1/3

If you’ve ever thought about ordering my book “Opt Art: From Mathematical Optimization to Visual Design,” now is a great time, as it is 70% off (only $8.99 for the hardcover).

Princeton University Press@princetonupress.bsky.social

Our 70% Off Sale is live! 📚🎉 Save on thousands of select titles & editions across subjects until November 16. Explore the books on sale and refresh your shelves this autumn: buff.ly/v6OcCrc #ReadUP #Sale

Top left: 2-factor A. Top right: 2-factors A and B. Bottom left: 2-factors A, B, and C. Bottom right: 2-factors A, B, C, and D. Colored with palette 76 from the book “A Dictionary of Color Combinations Vol 2.”

Trying another color palette (palette 196 from the book “A Dictionary of Color Combinations Vol 2”) on my favorite decomposition of the infinite knight’s graph into four 2-factors.

Trying another color palette (palette 72 from the book “A Dictionary of Color Combinations Vol 2”) on my favorite decomposition of the infinite knight’s graph into four 2-factors.

Trying a different color palette (palette 76 from the book “A Dictionary of Color Combinations Vol 2”) on my favorite decomposition of the infinite knight’s graph into four 2-factors.

Robert (Bob) Bosch reposted

This is your occasional reminder that generative "AI" in particular could have been developed on public domain materials and/or licensed and compensated works but the major players intentionally, methodically and systemically chose to steal labor from working creative folks instead

Robert (Bob) Bosch reposted

Pretty clear to me there’s a very good case against this man for mass murder, and I’m saying that in as measured a fashion as I can. He’s order the killing of 234 people under no plausible war or legal justification. I am skeptical he will ever face legal accountability for til his but he should.

Aaron Rupar@atrupar.com

Hegseth: "The ideological clowns are out. The patriotic cowboys are in, with testosterone testing on top."

Robert (Bob) Bosch reposted

This is exactly what those companies are after: tricking everybody into the perception that 'all math is solved by AI'. Here's my reply to this. web.mathi.uni-heidelberg.de/media/Meanin...

Alexander Kasprzyk@amkasprzyk.bsky.social

If government believes "math is solved"; if research funders believe "math is solved"; if university administrators believe "math is solved"; if future would-be students believe "math is solved": then it really doesn't matter what the #LLM is capable or not capable of doing. Communicate our value.

Robert (Bob) Bosch reposted

This fall I am co-teaching a brand-new class – ENGR 009: Fabricating Tessellations and Tilings. It's roughly equal parts math and design, filtered thru an engineering perspective. The syllabus and all assignments are freely available to the public at mzucker.github.io/e9_f2026/

Currently, this is my favorite decomposition of the infinite knight’s graph. Note that each of the four 2-factors is a translation of any of the others, and each has mirror symmetry in the downward sloping diagonal.

View full thread

Currently, this is my favorite decomposition of the infinite knight’s graph. Note that each of the four 2-factors is a translation of any of the others, and each has mirror symmetry in the downward sloping diagonal.

This is a 24-frame animation of the traversal of a Hamiltonian cycle of the permutohedron (truncated octahedron). Each vertex is one of the 4! = 24 ways of assigning four colors (yellow, blue, black, red) to the four 2-factors that make up the decomposition.

Robert (Bob) Bosch reposted

We should all start spelling "Ai" with a lowercase "i" because (1) the "Artifice" part should have more weight, the "intelligence" part less, and (2) we gotta put more respect on Weird Al Yankovic's name.

Robert (Bob) Bosch reposted

Robert (Bob) Bosch reposted

Replying to @gregpak.net

If you have any connection to Yale, I strongly recommend you tell President McInnis what you think of her efforts to cut a "deal" with Trump. Email president@yale.edu Phone 203-432-2550

Robert (Bob) Bosch reposted

Replying to @gregpak.net

Me to Yale: "If fighting Trump costs Yale billions of dollars, so be it. Yale actually has billions of dollars that it could devote to this fight. This is an existential moment. If Yale does not fight, it will become a mediocre institution for cowards, right wingers, and white supremacists..."

Robert (Bob) Bosch reposted

The large image on the right shows a 24x24 section of a decomposition of the infinite knight's graph into four 2-factors The four smaller images on the left show the four 2-factors. Here, the yellow and blue 2-factors are translations of each other, and the same is true for the black and red.

View full thread

The large image on the right shows a 24x24 section of a decomposition of the infinite knight's graph into four 2-factors The four smaller images on the left show the four 2-factors. Here, the yellow and blue 2-factors are translations of each other, and the same is true for the black and red.