Robert (Bob) Bosch

@baabbbaash.bsky.social

I have two wolves inside me—a mathematician and an artist—and I 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.

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.

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Blue Bottle Games, as a policy, does not use generative AI. It's something we've discussed as a team, weighing the pros and cons, and ultimately, we decided it was not for us. Recently, while chatting with a colleague, she mentioned it was useful hearing our reasoning. So: Sharing time! 1/12

Weeks ago, @chanda.blacksky.app sent me this declaration, written and signed by a bunch of mathematicians. But I only had time to read it yesterday, which ended up being right on time given a new round of hype falling exactly under the patterns this document notes.🧵 leidendeclaration.ai

Leiden Declaration on Artificial Intelligence and Mathematics

This declaration calls for action to address the challenges posed by the use of artificial intelligence within mathematics research.

leidendeclaration.ai

A 24x24 section of a decomposition of the infinite knight's graph into four 2-factors. The vertices are where eight "strands" meet at a point. If you zoom in, you'll see that each vertex has two yellow strands, two blue strands, two black strands, and two red strands.

Bild

A 24x24 section of a decomposition of the infinite knight's graph into four 2-factors. The vertices are where eight "strands" meet at a point. If you zoom in, you'll see that each vertex has two yellow strands, two blue strands, two black strands, and two red strands.

Bild

A 24x24 section of a decomposition of the infinite knight's graph into four 2-factors. The vertices are where eight "strands" meet at a point. If you zoom in, you'll see that each vertex has two yellow strands, two blue strands, two black strands, and two red strands.

Bild

A 24x24 section of a decomposition of the infinite knight's graph into four 2-factors. The vertices are where eight "strands" meet at a point. If you zoom in, you'll see that each vertex has two yellow strands, two blue strands, two black strands, and two red strands.

Bild

A 24x24 section of a decomposition of the infinite knight's graph into four 2-factors. The vertices are where eight "strands" meet at a point. If you zoom in, you'll see that each vertex has two yellow strands, two blue strands, two black strands, and two red strands.

Bild

A 24x24 section of a decomposition of the infinite knight's graph into four 2-factors. The vertices are where eight "strands" meet at a point. If you zoom in, you'll see that each vertex has two yellow strands, two blue strands, two black strands, and two red strands.

Bild

A 24x24 section of a decomposition of the infinite knight's graph into four 2-factors. The vertices are where eight "strands" meet at a point. If you zoom in, you'll see that each vertex has two yellow strands, two blue strands, two black strands, and two red strands.

Bild

A 24x24 section of a decomposition of the infinite knight's graph into four 2-factors. The vertices are where eight "strands" meet at a point. If you zoom in, you'll see that each vertex has two yellow strands, two blue strands, two black strands, and two red strands.

Bild