Could you name a few languages you had in mind while developing this, their respective problems, and how your language improves them, feature by feature?
> Yon allocates into xleech2, a content-addressed heap whose geometry is the Leech lattice Λ24: exactly 196,560 slots per heap.
What is the computational complexity of memory allocation into this Leech lattice? What applications did you have in mind where making allocation a maths problem in order to save time on comparisons makes sense? What is going to happen when a program exhausts your little heap?
I found this page, https://yon-lang.org/book/coming-from
It's such a weird mixture of poetry and math that it's hard to tell what's going on. I suspect the author does not speak English as a first language (or at all?) and has used an LLM to generate this stuff.
I have trouble with the idea that these lattice structures could be less computationally complex or less likely to collide than a good simple hash table. I guess they could be more guaranteed to have stable access times?
The more I try to understand, the more it appears that they are a hash table (hash-addressed-structure to be pedantic), but with way more complicated backing than a hash table.