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A mathematical approach to double words, conditional logic and the missing pages
#18
I too have difficulty understanding your claim.

But also when you are doing an analysis on repeat words then it would help to enumerate the repeats. I have done this for you, for quires 13 and 20. See attached.

In particular you will see:
  • In quire 13 the frequency of word pairs that are repeats is 1.1%. For quire 20 it is 0.6%. Roughly a halving.
  • In quire 13  ol is the top word ( 299, 4.2% of words ). The number of  ol ol repeats is 12 and this is nearly the same as the expected number if words were distributed randomly ( 299 x 4.2% = 13 ).  qokedy repeats 11 times, 4 would be expected.  qokeedy, observed 9, expected 3.
  • In quire 20  aiin is the top word ( 322, 2.73% ) but it does not repeat. 9 would be expected.  qokeedy, observed 11, expected 1.  qokeey, observed 9, expected 2.  ar, observed 8, expected 4.

We do know that there is a difference in the words and language of the sections of the manuscript and that this will probably affect the frequency of repeats. In particular quire 13 has a smaller corpus of words [ see You are not allowed to view links. Register or Login to view. ]. Moreover, the number of repeats over and above what could be expected is so low that I doubt that any analysis will lead to any definite conclusion.


Attached Files
.pdf   GC_20260702_125004.pdf (Size: 53.16 KB / Downloads: 12)


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RE: A mathematical approach to double words, conditional logic and the missing pages - by dashstofsk - 02-07-2026, 01:12 PM

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