01-11-2025, 12:01 PM
(01-11-2025, 11:08 AM)Rafal Wrote: You are not allowed to view links. Register or Login to view.Are these groups something more subtle and abstract? How do they work?
The apparent contradiction comes from what level of regularity is being measured.
When I say that Voynich words form tightly bound groups I don’t mean literally repeated sentences or phrases, as you wrote. Instead, the regularity appears in the network structure of word co-occurrence (remember, in this thread I always talk about networks, links between words).
I built a graph where each node is a word (token) and its edges link words that often appear next to each other (at the 5 word window). The Voynich graph splits into small, densely connected clusters. Inside each cluster, the same few words tend to appear near each other over and over, but not necessarily in identical sequences. Between clusters, links are rare. That gives the graph high modularity, meaning strong internal cohesion but little cross-talk between groups.
So the “groups” are not obvious to the naked eye, because they’re combinatorial patterns, not repeated sentences. For example, a cluster might contain words like {chol, shol, qokedy, qokeedy, shedy}, which often occur in similar local contexts, even if never in the exact same order.
(01-11-2025, 11:08 AM)Rafal Wrote: You are not allowed to view links. Register or Login to view.Does your method allow to find and show some concrete examples of such regularity?
Yes, let me work with it and come back with examples.
