Revised Julian Calendar - Revised Julian Calendrical Calculations

Revised Julian Calendrical Calculations

The calendrical arithmetic discussed here is adapted from Gregorian and Julian calendar arithmetic published by Dershowitz and Reingold, although those authors explicitly ignored the Revised Julian calendar. Their book, which will be referred to hereinafter as "CC3", should be consulted for methods to handle BC dates and the traditional omission of a year zero, both of which will be ignored here. They define the MOD operator as x MOD y = x − y × floor(x / y), because that expression is valid for negative and floating point operands, returning the remainder from dividing x by y while discarding the quotient. Expressions like floor(x / y) return the quotient from dividing x by y while discarding the remainder.

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