Methods for determining the intercalary month in a Chinese calendar-making system: a problem of probability (Q2719693)
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scientific article; zbMATH DE number 1609988
| Language | Label | Description | Also known as |
|---|---|---|---|
| English | Methods for determining the intercalary month in a Chinese calendar-making system: a problem of probability |
scientific article; zbMATH DE number 1609988 |
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26 June 2001
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Chinese astronomy
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calendrical astronomy
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Methods for determining the intercalary month in a Chinese calendar-making system: a problem of probability (English)
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There are principally three methods for intercalating the leap month in the history of Chinese calendar-making system: the earliest one can be found in the \textit{Sanlitong} from 104 BC, the next one is described in the later Han dynasty calendar \textit{Sifenli} (85 AD) and much later a method in the famous \textit{Dayan} calendar from 724 AD. Since no single algorithm can determine a leap month completely, those methods created by calendar-makers can only predict a possible position of a leap month. In this article, Qu Anjing discusses how many possible results of a leap month could occur with respect to the one predicted by the calendar system. The author also deduces their respective probability formulae.
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0.7281492352485657
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