| Line 5,558: |
Line 5,558: |
| | {| align="center" cellspacing="6" width="90%" | | {| align="center" cellspacing="6" width="90%" |
| | | | | | |
| − | <math>\begin{array}{*{14}{c}} | + | <math>\begin{array}{*{15}{c}} |
| | X & = & \{ & a, & b, & c, & d, & e, & f, & g, & h, & i & \} | | X & = & \{ & a, & b, & c, & d, & e, & f, & g, & h, & i & \} |
| | \\[6pt] | | \\[6pt] |
| | W & = & \{ & d, & f & \} | | W & = & \{ & d, & f & \} |
| | \\[6pt] | | \\[6pt] |
| − | L & = & \{ & b\!:\!a, & b\!:\!c, & c\!:\!b, & c\!:\!d, & e\!:\!d, & e\!:\!f, & g\!:\!f, & g\!:\!h, & h\!:\!g, & h\!:\!i & \} | + | L & = & \{ & b\!:\!a, & b\!:\!c, & c\!:\!b, & c\!:\!d, & e\!:\!d, & e\!:\!e, & e\!:\!f, & g\!:\!f, & g\!:\!h, & h\!:\!g, & h\!:\!i & \} |
| | \end{array}</math> | | \end{array}</math> |
| | |} | | |} |
| Line 5,576: |
Line 5,576: |
| | | | | | | | |
| | o o o o o o o o o X | | o o o o o o o o o X |
| − | \ \ / / \ / \ \ / / | + | \ \ / / \ | / \ \ / / |
| − | \ \ / \ / \ \ / L | + | \ \ / \ | / \ \ / L |
| − | \ / \ / \ / \ / \ / | + | \ / \ / \|/ \ / \ / |
| | o o o o o o o o o X | | o o o o o o o o o X |
| | a b c d e f g h i | | a b c d e f g h i |
| Line 5,619: |
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| | | | |
| | {| align="center" cellspacing="6" width="90%" | | {| align="center" cellspacing="6" width="90%" |
| − | | <math>(\mathfrak{L}^\mathfrak{W})_e ~=~ \prod_{x \in X} \mathfrak{L}_{ex}^{\mathfrak{W}_x} ~=~ 0^0 \cdot 0^0 \cdot 0^0 \cdot 1^0 \cdot 0^0 \cdot 1^0 \cdot 0^0 \cdot 0^0 \cdot 0^0 ~=~ 1</math> | + | | <math>(\mathfrak{L}^\mathfrak{W})_e ~=~ \prod_{x \in X} \mathfrak{L}_{ex}^{\mathfrak{W}_x} ~=~ 0^0 \cdot 0^0 \cdot 0^0 \cdot 1^1 \cdot 1^0 \cdot 1^1 \cdot 0^0 \cdot 0^0 \cdot 0^0 ~=~ 1</math> |
| | |} | | |} |
| | | | |