Entropy Measurements of Voynich Script Compared to Natural Languages

Mathematical entropy proves the script is too ordered to be nonsense.

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Claude Shannon's entropy framework underpins modern data compression and cryptography analysis.

Information theory metrics have been applied to the Voynich Manuscript to measure entropy levels in its text. Entropy quantifies predictability within symbol sequences. Studies show that the manuscript's entropy values fall within the range typical of natural languages. Randomly generated gibberish produces different statistical signatures. This finding argues against simple hoax theories involving meaningless character strings. However, matching entropy does not reveal semantic content. The script remains statistically language-like but lexically inaccessible. Mathematical validation strengthens authenticity without solving meaning.

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Entropy analysis has been used to evaluate encrypted communications and literary authorship. Applying it to the Voynich text confirmed structural coherence. The manuscript does not exhibit chaotic symbol distribution. This eliminates a major class of simplistic explanations. It suggests intentional grammar-like organization. Yet intentional structure does not guarantee translation. The problem shifts from randomness to isolation.

The paradox intensifies with each metric. The manuscript passes language tests but fails dictionary tests. It resembles communication in form but not in reference. Information theory can measure order but not intent. The text satisfies mathematical expectations while defying semantic mapping. It is disciplined but unyielding.

Source

National Security Agency Cryptologic Spectrum Archives

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