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The Penguin Encyclopedia of Places by W. G. Moore and the Graphical law

Authors: Anindya Kumar Biswas

We study the The Penguin Encyclopedia of Places by W. G. Moore. We draw the natural logarithmof the number of entries, normalised, starting with a letter vs the natural logarithm of the rank of the letter, normalised. We conclude that the Dictionary can be characterised by BP(4, βH = 0.04), i.e. the Bethe-Peierls curve in the presence of four nearest neighbours and little external magneticfield, H, with βH = 0.04. β is1/(k_B T)where, T is temperature and k_B is the tiny Boltzmann constant.

Comments: 22 Pages. A mistake in plotting BW(c=0.01) has been rectified

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Submission history

[v1] 2023-05-22 10:41:08
[v2] 2025-09-07 06:55:37

Unique-IP document downloads: 482 times

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