16-11-2025, 08:51 AM
This post smells like AI. It has the ChatGPT formatting, linguistic constructions, and everything. I'm unsure though, someone would need to verify...
Anyways, let's give you the benefit of the doubt and say it isn't AI. This is similar to the grille theory IIRC, and your idea resembles something that would be studied in a stochastic version of formal language theory.
Let me just confirm....
1. S is an ordered set which consists of a base set, B, of word types -- \{conjunction, verb, noun, etc.\} -- and a function, f. S = (B,<) where b_1<b_2 \iff f(b_1)<f(b_2).
2. m = |S|. We have m word pools, which we label WP_1,...,WP_m.
3. F_{\{t\}} for t \in S and f(t) = k is a subset of the Kleene star of WP_k.
4. We consider the set F = \bigcup_{t\in S}F_{\{t\}}, and that supposedly makes up our target language of Voynichese.
I didn't read your entire post, so let me know if I'm on the money or not.
Anyways, let's give you the benefit of the doubt and say it isn't AI. This is similar to the grille theory IIRC, and your idea resembles something that would be studied in a stochastic version of formal language theory.
Let me just confirm....
1. S is an ordered set which consists of a base set, B, of word types -- \{conjunction, verb, noun, etc.\} -- and a function, f. S = (B,<) where b_1<b_2 \iff f(b_1)<f(b_2).
2. m = |S|. We have m word pools, which we label WP_1,...,WP_m.
3. F_{\{t\}} for t \in S and f(t) = k is a subset of the Kleene star of WP_k.
4. We consider the set F = \bigcup_{t\in S}F_{\{t\}}, and that supposedly makes up our target language of Voynichese.
I didn't read your entire post, so let me know if I'm on the money or not.