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Computational Calendar

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Christian Zeller's 1882 reformulation of the calendar: move the start of the year to March so that February — the month that breaks everything because of the Romans — sits at the very end. All calendar math is then done in this simpler model, and the result is translated back at the very end. A fundamental example of rephrasing a problem in convenient coordinates (like switching between polar and Cartesian), and a key building block of the Neri–Schneider algorithm.

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about
Computational Calendar concept
Zeller's 1882 trick is introduced as an example of rephrasing problems.
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Computational Calendar concept
Introduced the computational calendar reformulation in 1882.
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Computational Calendar concept
Uses Zeller's March-starts-year reformulation as one of its building blocks.

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