Line 6,037: |
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| {| align="center" border="1" cellpadding="8" cellspacing="0" style="text-align:center; width:90%" | | {| align="center" border="1" cellpadding="8" cellspacing="0" style="text-align:center; width:90%" |
| |+ style="height:30px" | | | |+ style="height:30px" | |
− | <math>\text{Table 70.1} ~~ \text{Group Representation} ~ \operatorname{Rep}^A (V_4)\!</math> | + | <math>\text{Table 70.1} ~~ \text{Group Representation} ~ \operatorname{Rep}^\text{A} (V_4)\!</math> |
| |- style="background:#f0f0ff" | | |- style="background:#f0f0ff" |
| | width="16%" | <math>\begin{matrix} \text{Abstract} \\ \text{Element} \end{matrix}</math> | | | width="16%" | <math>\begin{matrix} \text{Abstract} \\ \text{Element} \end{matrix}</math> |
Line 6,114: |
Line 6,114: |
| \\[4pt] | | \\[4pt] |
| \operatorname{d}_{\text{ai}} * \operatorname{d}_{\text{bu}} | | \operatorname{d}_{\text{ai}} * \operatorname{d}_{\text{bu}} |
| + | \end{matrix}</math> |
| + | |} |
| + | |
| + | <br> |
| + | |
| + | {| align="center" border="1" cellpadding="8" cellspacing="0" style="text-align:center; width:90%" |
| + | |+ style="height:30px" | |
| + | <math>\text{Table 70.2} ~~ \text{Group Representation} ~ \operatorname{Rep}^\text{B} (V_4)\!</math> |
| + | |- style="background:#f0f0ff" |
| + | | width="16%" | <math>\begin{matrix} \text{Abstract} \\ \text{Element} \end{matrix}</math> |
| + | | width="36%" | <math>\begin{matrix} \text{Logical} \\ \text{Element} \end{matrix}</math> |
| + | | width="16%" | <math>\begin{matrix} \text{Active} \\ \text{List} \end{matrix}</math> |
| + | | width="16%" | <math>\begin{matrix} \text{Active} \\ \text{Term} \end{matrix}</math> |
| + | | width="16%" | <math>\begin{matrix} \text{Genetic} \\ \text{Element} \end{matrix}</math> |
| + | |- |
| + | | valign="bottom" | |
| + | <math>\begin{matrix} |
| + | 1 |
| + | \\[4pt] |
| + | r |
| + | \\[4pt] |
| + | s |
| + | \\[4pt] |
| + | t |
| + | \end{matrix}</math> |
| + | | valign="bottom" | |
| + | <math>\begin{matrix} |
| + | (\operatorname{d}\underline{\underline{\text{a}}}) |
| + | (\operatorname{d}\underline{\underline{\text{b}}}) |
| + | (\operatorname{d}\underline{\underline{\text{i}}}) |
| + | (\operatorname{d}\underline{\underline{\text{u}}}) |
| + | \\[4pt] |
| + | ~\operatorname{d}\underline{\underline{\text{a}}}~ |
| + | (\operatorname{d}\underline{\underline{\text{b}}}) |
| + | (\operatorname{d}\underline{\underline{\text{i}}}) |
| + | ~\operatorname{d}\underline{\underline{\text{u}}}~ |
| + | \\[4pt] |
| + | (\operatorname{d}\underline{\underline{\text{a}}}) |
| + | ~\operatorname{d}\underline{\underline{\text{b}}}~ |
| + | ~\operatorname{d}\underline{\underline{\text{i}}}~ |
| + | (\operatorname{d}\underline{\underline{\text{u}}}) |
| + | \\[4pt] |
| + | ~\operatorname{d}\underline{\underline{\text{a}}}~ |
| + | ~\operatorname{d}\underline{\underline{\text{b}}}~ |
| + | ~\operatorname{d}\underline{\underline{\text{i}}}~ |
| + | ~\operatorname{d}\underline{\underline{\text{u}}}~ |
| + | \end{matrix}</math> |
| + | | valign="bottom" | |
| + | <math>\begin{matrix} |
| + | \langle \operatorname{d}! \rangle |
| + | \\[4pt] |
| + | \langle |
| + | \operatorname{d}\underline{\underline{\text{a}}} ~ |
| + | \operatorname{d}\underline{\underline{\text{u}}} |
| + | \rangle |
| + | \\[4pt] |
| + | \langle |
| + | \operatorname{d}\underline{\underline{\text{b}}} ~ |
| + | \operatorname{d}\underline{\underline{\text{i}}} |
| + | \rangle |
| + | \\[4pt] |
| + | \langle \operatorname{d}* \rangle |
| + | \end{matrix}</math> |
| + | | valign="bottom" | |
| + | <math>\begin{matrix} |
| + | \operatorname{d}! |
| + | \\[4pt] |
| + | \operatorname{d}\underline{\underline{\text{a}}} \cdot |
| + | \operatorname{d}\underline{\underline{\text{u}}} ~ ! |
| + | \\[4pt] |
| + | \operatorname{d}\underline{\underline{\text{b}}} \cdot |
| + | \operatorname{d}\underline{\underline{\text{i}}} ~ ! |
| + | \\[4pt] |
| + | \operatorname{d}* |
| + | \end{matrix}</math> |
| + | | valign="bottom" | |
| + | <math>\begin{matrix} |
| + | 1 |
| + | \\[4pt] |
| + | \operatorname{d}_{\text{au}} |
| + | \\[4pt] |
| + | \operatorname{d}_{\text{bi}} |
| + | \\[4pt] |
| + | \operatorname{d}_{\text{au}} * \operatorname{d}_{\text{bi}} |
| \end{matrix}</math> | | \end{matrix}</math> |
| |} | | |} |