01-07-2025, 02:52 PM
(This post was last modified: 01-07-2025, 03:19 PM by Jorge_Stolfi.
Edit Reason: markup eva font
)
About my model for Voynichese words: here are some notes I collected back in 2004 or so, which may not be on my website yet because I did not get around to put them in a presentable format.
To begin, some digraph frequency tables. (I suppose that many have posted similar data, but whatever). The first two tables give the next- and prev-glyph frequencies in the text; that is, taking into account the frequency of each word in the text. The other two tables give the same prev- and next-glyph statistics for the lexicon; that is, each distinct word is counted once.
Either way, it is evident that some characters have similar frequencies. As others have observed, p and f have similar prev-glyph frequencies as t and k (with both pairings seeming equally valid) but different next-glyph frequencies, that make it seem that p = te and f = ke or vice-versa. One should check whether the hooked-arm variants of p and f are different from the straight-arm variants. On the other hand, cth, ckh, cph, and cfh have similar frequencies on both sides.
To begin, some digraph frequency tables. (I suppose that many have posted similar data, but whatever). The first two tables give the next- and prev-glyph frequencies in the text; that is, taking into account the frequency of each word in the text. The other two tables give the same prev- and next-glyph statistics for the lexicon; that is, each distinct word is counted once.
Either way, it is evident that some characters have similar frequencies. As others have observed, p and f have similar prev-glyph frequencies as t and k (with both pairings seeming equally valid) but different next-glyph frequencies, that make it seem that p = te and f = ke or vice-versa. One should check whether the hooked-arm variants of p and f are different from the straight-arm variants. On the other hand, cth, ckh, cph, and cfh have similar frequencies on both sides.


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