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galoisenne reviews and mentions
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Show HN: Game of Life on non-square topologies with 2^32 update rules
During a recent programming detour, I discovered that finite elementary cellular automata with circular boundary conditions can be simulated using power iteration using matrix-vector multiplication with a circulant matrix and a strange kind of algebra, which I call a kernel algebra. [1] I wonder if this same idea could be generalized to higher dimensional automata on other topological surfaces.
[1]: https://github.com/breandan/galoisenne/blob/8f0f1e9e4e02062c...
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From zero to 10M lines of Kotlin
Well, I've been trying for about three years, but to be fair I'm a pretty slow programmer so you may have better luck.
> a language being too obscure to have seen much academic study
Doesn't seem too obscure to me.
https://scholar.google.com/scholar?hl=en&as_sdt=0%2C5&q=kotl...
> T isn't generic in that code, it's just a class.
I think it needs to be a generic type in Kotlin for this to work, because otherwise it will dispatch to a single method. It's tricky to get Kotlin to do much compile time computation. Not saying that it's impossible, but LMK when you've actually tried it. Here's some sample code if you want to try encoding a Boolean logic:
https://github.com/breandan/galoisenne/blob/2e465e7a753f6341...
Stats
breandan/galoisenne is an open source project licensed under Apache License 2.0 which is an OSI approved license.
The primary programming language of galoisenne is Kotlin.
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