05-02-2017, 01:55 PM
(This post was last modified: 05-02-2017, 01:59 PM by nickpelling.
Edit Reason: Added statistic.
)
If you take the three (EVA) letters 'e', 'o', 'l', and count the occurrences of their six permutations (in the Takahashi transcription), I think you get the following:
eol - 961
ole - 39
oel - 0
leo - 2
loe - 0
elo - 0
These numbers strongly imply that Voynichese has very strong letter adjacency rules in play: and it is surely far from coincidental that both eol and ole are the only two permutations where l immediately follows o. (For reference, 'ol' occurs 5507 times in the same transcription.)
Without any doubt, these numbers are inconsistent with auto-copying if you are trying to argue that errors introduced during autocopying are the systematic source of the random variation within Voynichese.
eol - 961
ole - 39
oel - 0
leo - 2
loe - 0
elo - 0
These numbers strongly imply that Voynichese has very strong letter adjacency rules in play: and it is surely far from coincidental that both eol and ole are the only two permutations where l immediately follows o. (For reference, 'ol' occurs 5507 times in the same transcription.)
Without any doubt, these numbers are inconsistent with auto-copying if you are trying to argue that errors introduced during autocopying are the systematic source of the random variation within Voynichese.


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