Mathematician, professor, puzzler, cat juggler (he/him)
clontz.org
orcid.org/0000-0002-4938-4274
Professor SouthAlabama.edu
Co-founder PreTeXt.plus, ScholarLattice.org
(Views expressed are my own and do not represent my employer or companies.)

@clontz.org
Mathematician, professor, puzzler, cat juggler (he/him)
clontz.org
orcid.org/0000-0002-4938-4274
Professor SouthAlabama.edu
Co-founder PreTeXt.plus, ScholarLattice.org
(Views expressed are my own and do not represent my employer or companies.)
Not to mention, the social aspect of talking about a shared experience with your friends and geeking out about the hidden lore with people online.
New fraud dropped: arxiv.org/abs/2610.10072
> The result is also contained in a paper released by OpenAI on October 6, 2026, in which the proof strategy and specific choices of notation are identical to a preliminary version of the present paper that was uploaded to ChatGPT on September 8, 2026.
Can linear algebra feel pain?
This is violence
I updated my example to not have an introduction
I think that's optional.
Exercise > Task is correct. One sec and I'll demo
Something something #MathSky @code4math.org
Then for my next act, I formally proved 0=1, by exploiting a bug I purposely added to the system. Computer aided reasoning in mathematics is going to be amazing for human researchers, actually. But right now I'm quite skeptical of these AI slop dumps...
Last week in our department colloquium I showed how to formally prove that Hausdorff implies Urysohn separation. It was really easy. I just had to define Urysohn incorrectly. (And in reality: topology.pi-base.org/spaces?q=%24... )
Someone at AHM pointed out this paper which seems to cast doubt on the validity of the statement proved by the OpenAI Navier-Stokes paper. Too tired to read it, but here it is. arxiv.org/abs/2610.08144
I've always taught endpoints as potential local extrema. This fits the topology definition: f has is local max at c if there exists a neighborhood where f(c)≥f(x) for all x in that neighborhood. Neighborhoods at endpoints of closed intervals contain half open intervals.
I'll believe those results when OpenSI verifies them.
Chat is it good that the kid is now asking about Amazing Digital Circus characters, and that I know the answers? (Apparently YouTube Kids has TADC Content, but as far as I can tell, not the actual episodes. Not sure any of it should be there...)
Every AI/HCI paper I review now just sounds like this.
This post made me realize Mother 3 is 20 years old and that can't be true because that'd be half a lifetime ago.
This post is brought to you by the three hours and gallons of water spent fixing my toilet, and the one important step I glossed over. 😅
One of my most teacher coded qualities is that I get irrationally angry at instruction manuals that give directions, and sometimes insist a step is critical, but don't explain why the instruction is necessary or what it serves towards the overall project.