strategies
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| strategies [2024/10/13 00:21] – [An efficient method to find magic squares] mino | strategies [2025/08/03 15:42] (current) – [Complementary pair] mino | ||
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| the largest complement of row/column magic series. | the largest complement of row/column magic series. | ||
| - | We can omit counting the case 2. by doubling the count for the case 1 because the cases 1. and 2. transform into each other under the complementary transformation, | + | We can omit counting the case 2 by doubling the count for the case 1 because the cases 1 and 2 transform into each other under the complementary transformation, |
| Note that all squares in the case 3. are not necessarily self-complementary. You may break down the case 3. into finer cases to reduce redundancy further if you can handle them with low overhead. | Note that all squares in the case 3. are not necessarily self-complementary. You may break down the case 3. into finer cases to reduce redundancy further if you can handle them with low overhead. | ||
strategies.txt · Last modified: 2025/08/03 15:42 by mino