Earlier quoted context omitted.
This isn’t about whether the writer uses LLM or not at all, nor is it about respect. The core novelty it tries to introduce is not hard to understand (even if it is not really that novel). If you don’t want to spend time thinking about what interesting idea it is exploring, that is fine, but pretending or insinuating that it is a LLM problem is just lazy.
Explain away then my friend: surely your clear explanation will benefit many other readers who came away with similar confusion?
Yon – a topos-oriented language with a content-addressed lattice heap
61–70 of 93 posts
Re: Yon – a topos-oriented language with a content-addressed lattice heap
#62Earlier quoted context omitted.
There is nothing physics/metaphysics about this. If you don’t understand the terms, don’t pretend you do and write slop as a comment, it is really not that different from using LLM to generate slop.
The parent comment is not suggesting that Yon is about physics/metaphysics. Understanding is important for readers. Demonstrating understanding is important for writers of both technical documentation and internet comments, and of critical importance in the era of AI.
Re: Yon – a topos-oriented language with a content-addressed lattice heap
#63Earlier quoted context omitted.
There is nothing physics/metaphysics about this. If you don’t understand the terms, don’t pretend you do and write slop as a comment, it is really not that different from using LLM to generate slop.
What if it's pure nonsense, therefore impossible for anyone to understand. Does that mean all criticism is "slop" and nobody's allowed to comment on it?
Re: Yon – a topos-oriented language with a content-addressed lattice heap
#64Earlier quoted context omitted.
How does `refl` work if its not even dependently typed?
Had some edits I made halfway through, so I was a bit hasty. It is dependently-typed in that the only valid codomain of a \Pi type is the identity type, Sigma, or another Pi. You can substitute variables, so Id can contain terms, but an arbitrary Pi type like: \Pi (x : A) (y : B x), C x y is not allowed. See the Ty definition here: https://github.com/yon-language/yon/blob/aa4617ced3abc92ac53... . Id is the only const…
Re: Yon – a topos-oriented language with a content-addressed lattice heap
#65Earlier quoted context omitted.
What is the core novelty?
Exploring if it makes sense to use maths (or, to be precise, this particular construction) to drive content addressable content + other exploration around the memory space. IMO, no. https://news.ycombinator.com/item?id=48436337
It is bluntly stating nonsense, while misunderstating the basics of Leech lattices and the Yoneda lemma.
A 12 year old with a LLM could do better.
Re: Yon – a topos-oriented language with a content-addressed lattice heap
#66Earlier quoted context omitted.
What is the core novelty?
Exploring if it makes sense to use maths (or, to be precise, this particular construction) to drive content addressable content + other exploration around the memory space. IMO, no. https://news.ycombinator.com/item?id=48436337
Perhaps some magical insight is waiting for me if I understand the Leech lattice better, but given PhD category theorists are also scratching their heads I think I'll pass https://news.ycombinator.com/item?id=48436251
Re: Yon – a topos-oriented language with a content-addressed lattice heap
#67I will not bother reading anymore of this...
Re: Yon – a topos-oriented language with a content-addressed lattice heap
#68Re: Yon – a topos-oriented language with a content-addressed lattice heap
#69A few notes, because this is obviously vibe coded, and does not work in many ways. 1. Yon's documentation mentions "Homotopy type theory:" > the runnable HoTT fragment is refl/pair/fst/snd These are basic features of martin-lof type theory, not homotopy type theory. The documentation makes no reference of an interval type, which is generally the way to go for decidable type-checking in HoTT without univalence as an o…
Re: Yon – a topos-oriented language with a content-addressed lattice heap
#70Earlier quoted context omitted.
Exploring if it makes sense to use maths (or, to be precise, this particular construction) to drive content addressable content + other exploration around the memory space. IMO, no. https://news.ycombinator.com/item?id=48436337
I have a strong understanding of content addressing, memory allocation, data structures, and a superficial understanding of lattices. It is not clear how one has anything to do with the other. If there is any meaningful link or benefit, it has not been explained. Perhaps some magical insight is waiting for me if I understand the Leech lattice better, but given PhD category theorists are also scratching their heads I…