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奇妙的幻方世界

奇妙的幻方世界. 数学科学学院 0610091 王勃翔. 九宫之义，法似灵龟，二四为肩， 六八为足，左三右七，载九履一. 幻方的起源. 载九履一，左三右七，二四为肩，六八为足， 以五居中，五方白圈皆阳数，四隅黑点为阴数. 幻方的结构. 杨辉（南宋）. 中国研究幻方的第一人. 1. 2. 4. 5. 7. 3. 6. 8. 9. Ralph Strachey 斯特雷奇法. Philippe_de_La_Hire 拉伊尔法. Frenicle 镶边法. 幻方的发展. “ 完美幻方”. 将任意八个不相等数字填入圆圈中，保证各表面的和相等.

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奇妙的幻方世界

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  1. 奇妙的幻方世界 数学科学学院 0610091 王勃翔

  2. 九宫之义，法似灵龟，二四为肩， 六八为足，左三右七，载九履一

  3. 幻方的起源

  4. 载九履一，左三右七，二四为肩，六八为足， 以五居中，五方白圈皆阳数，四隅黑点为阴数

  5. 幻方的结构 杨辉（南宋） 中国研究幻方的第一人

  6. 1 2 4 5 7 3 6 8 9

  7. Ralph Strachey 斯特雷奇法 Philippe_de_La_Hire 拉伊尔法 Frenicle 镶边法

  8. 幻方的发展

  9. “完美幻方”

  10. 将任意八个不相等数字填入圆圈中，保证各表面的和相等将任意八个不相等数字填入圆圈中，保证各表面的和相等

  11. Thank You!

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