> On Dec 1, 2024, at 12:49 AM, savask <[email protected]> wrote: > > Programmers have a nice tradition of solving a small puzzle or coding task on > each day of advent, Advent of Code being one of the most famous examples. ... > > This year I suggest a new challenge, a set of 16 small problems about magmas: > https://gist.github.com/savask/f7a3b46663aa16e5dd48f8bfaba3e3e5 Thanks for organizing this! > ... Of course, the first person to formalize some result can claim it for > themselves and put it in their mathbox. That sounds great as a starting point. However, at least some of these problems seem general and/or interesting. I hope that at least some of these theorems will eventually end up in the "main" area, instead of in a mathbox. Once a theorem is in the main area, it's easier for other proofs to build on it. --- David A. Wheeler -- You received this message because you are subscribed to the Google Groups "Metamath" group. To unsubscribe from this group and stop receiving emails from it, send an email to [email protected]. To view this discussion visit https://groups.google.com/d/msgid/metamath/B5463E30-3042-4D89-A998-1AD029B74F38%40dwheeler.com.
Re: [Metamath] Advent of Metamath 2024
'David A. Wheeler' via Metamath Mon, 09 Dec 2024 10:25:31 -0800
- Re: [Metamath] A... Igor Ieskov
- Re: [Metamath] A... Gino Giotto
- Re: [Metamath] A... Gino Giotto
- Re: [Metamath] A... Gino Giotto
- Re: [Metamath] A... savask
- Re: [Metamath] A... Gino Giotto
- Re: [Metamath] A... Gino Giotto
- Re: [Metamath] Advent of Metamath 202... Glauco
- Re: [Metamath] Advent of Metamath... Gino Giotto
- [Metamath] Re: Advent of Metamath 2024 Benoit
- Re: [Metamath] Advent of Metamath 2024 'David A. Wheeler' via Metamath
- Re: [Metamath] Advent of Metamath 202... Gino Giotto
- Re: [Metamath] Advent of Metamath... Gino Giotto
