最終更新日：2024/08/08

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The superposition of two Latin squares such that the result is also a Latin square.

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Greco-Latin square

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Greco-Latin square

noun

The superposition of two Latin squares such that the result is also a Latin square.

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The superposition of two Latin squares such that the result is also a Latin square.

Bose and Shrikhande then applied these rules and were able to build a Greco-Latin square of order 22. This disproved Euler's conjecture, as 22 is an even number not divisible by four.

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Greco-Latin square

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