Transfinite NIM (the game, not the programming language)
jdh.hamkins.org
Transfinite NIM (the game, not the programming language)
1–10 of 28 posts
Re: Transfinite NIM (the game, not the programming language)
#2[stub for offtopicness]
Saving a few clicks, this is about the math game called Nim, not the programming language called Nim. (Also, today I learned there's a math game called Nim.)
Re: Transfinite NIM (the game, not the programming language)
#3Re: Transfinite NIM (the game, not the programming language)
#4Re: Transfinite NIM (the game, not the programming language)
#5Nim is, in fact, a proper subset of Hackenbush, a game extensively studied by Conway. I found the following video extremely useful and well-visualized: https://www.youtube.com/watch?v=ZYj4NkeGPdM
Re: Transfinite NIM (the game, not the programming language)
#6The author's previous post on winning strategies for regular Nim may be more interesting to people here: https://jdh.hamkins.org/win-at-nim-the-secret-mathematical-s...
Re: Transfinite NIM (the game, not the programming language)
#7Earlier quoted context omitted.
Saving a few clicks, this is about the math game called Nim, not the programming language called Nim. (Also, today I learned there's a math game called Nim.)
Dang. Was happy for a moment to see Nim on the front page.
Same! Quick, go find some Nim language related news and submit it!
Re: Transfinite NIM (the game, not the programming language)
#8Here's another (seemingly finite) problem being analyzed with the same "Nim but with ordinal numbers" approach: https://codeforces.com/blog/entry/85984
Re: Transfinite NIM (the game, not the programming language)
#9[stub for offtopicness]
Came here and thought this going to be about the Nim programming language.