Haworth, G.
ORCID: https://orcid.org/0000-0001-9896-1448
(2013)
Haworth's Law.
ICGA Journal, 36 (4).
p. 230.
ISSN 1389-6911
Abstract/Summary
The maximum 'Depth to Mate' (DTM(k)) data for k-man chess, k = 3-7, is now available: log(maxDTM(k)) demonstrates quasi-linear behaviour. This note predicts maxDTM for 8- to 10-man chess and the two-sigma distributions around these figures. 'Haworth's Law' is the conjecture that maxDTM will continue to demonstrate this behaviour for some time to come. The supporting datafile is a pgn of maxDTM positions, each having a DTM-minimaxing line of play from it to 'mate'.
| Item Type | Article |
| URI | https://reading-clone.eprints-hosting.org/id/eprint/36276 |
| Item Type | Article |
| Refereed | Yes |
| Divisions | Science |
| Uncontrolled Keywords | best fit, chess, conjecture, DTM-minimaxing, extrapolation, forecast, linear fit, maxDTM, record |
| Publisher | The International Computer Games Association |
| Publisher Statement | The publisher, ICGA, permits the promulgation here of the published version. |
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