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| | valign="top" | <math>\operatorname{F2.3d.}</math> | | | valign="top" | <math>\operatorname{F2.3d.}</math> |
| | valign="top" | | | | valign="top" | |
− | <math>\begin{array}{cccl} | + | <math>\begin{array}{ccccl} |
− | \upharpoonleft \operatorname{Der}^L \upharpoonright | + | \upharpoonleft \operatorname{Der}^L \upharpoonright (x, y) |
− | & = & \{ & (x, y, z) \in S \times I \times \underline\mathbb{B} ~:~ z = \\
| + | & = & \underset{o \in O}{\operatorname{Conj}} \\ |
− | & & & \begin{array}{cccl} | + | & & & \begin{array}{ccl} |
− | \underset{o \in O}{\operatorname{Conj}} \\
| + | \downharpoonleft & ( & \upharpoonleft \operatorname{Den}^L \upharpoonright (o, x) \\ |
− | & \downharpoonleft & ( & \upharpoonleft \operatorname{Den}^L x \upharpoonright (o) \\
| + | & = & \upharpoonleft \operatorname{Den}^L \upharpoonright (o, y) \\ |
− | & & = & \upharpoonleft \operatorname{Den}^L y \upharpoonright (o) \\
| + | & ) & \\ |
− | & & ) & \\
| + | \downharpoonright & & \\ |
− | & \downharpoonright & & \\
| + | \end{array} \\ |
− | \end{array} \\
| + | & & & \\ |
− | & & \} & \\ | |
| \end{array}</math> | | \end{array}</math> |
| | style="border-left:1px solid black; text-align:center" | <math>\operatorname{F2.3d~:~Def}</math> | | | style="border-left:1px solid black; text-align:center" | <math>\operatorname{F2.3d~:~Def}</math> |
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| | valign="top" | <math>\operatorname{F2.3e.}</math> | | | valign="top" | <math>\operatorname{F2.3e.}</math> |
| | valign="top" | | | | valign="top" | |
− | <math>\begin{array}{cccl} | + | <math>\begin{array}{ccccl} |
− | \upharpoonleft \operatorname{Der}^L \upharpoonright | + | \upharpoonleft \operatorname{Der}^L \upharpoonright (x, y) |
− | & = & \{ & (x, y, z) \in S \times I \times \underline\mathbb{B} ~:~ z = \\
| + | & = & \underset{o \in O}{\operatorname{Conj}} \\ |
− | & & & \begin{array}{ccl} | + | & & & \begin{array}{cl} |
− | \underset{o \in O}{\operatorname{Conj}} \\
| + | \underline{((} & \upharpoonleft \operatorname{Den}^L \upharpoonright (o, x) \\ |
− | & \underline{((} & \upharpoonleft \operatorname{Den}^L x \upharpoonright (o) \\
| + | , & \upharpoonleft \operatorname{Den}^L \upharpoonright (o, y) \\ |
− | & , & \upharpoonleft \operatorname{Den}^L y \upharpoonright (o) \\
| + | \underline{))} & \\ |
− | & \underline{))} & \\
| + | \end{array} \\ |
− | \end{array} \\
| + | & & & \\ |
− | & & \} & \\ | |
| \end{array}</math> | | \end{array}</math> |
| | style="border-left:1px solid black; text-align:center" | | | | style="border-left:1px solid black; text-align:center" | |
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| | valign="top" | <math>\operatorname{F2.2f.}</math> | | | valign="top" | <math>\operatorname{F2.2f.}</math> |
| | valign="top" | | | | valign="top" | |
− | <math>\begin{array}{cccl} | + | <math>\begin{array}{ccccl} |
− | \upharpoonleft \operatorname{Der}^L \upharpoonright | + | \upharpoonleft \operatorname{Der}^L \upharpoonright (x, y) |
− | & = & \{ & (x, y, z) \in S \times I \times \underline\mathbb{B} ~:~ z = \\
| + | & = & \underset{o \in O}{\operatorname{Conj}} \\ |
− | & & & \begin{array}{cll} | + | & & & \begin{array}{cl} |
− | \underset{o \in O}{\operatorname{Conj}} \\
| + | \underline{((} & \upharpoonleft L_{OS} \upharpoonright (o, x) \\ |
− | & \underline{((} & \upharpoonleft \operatorname{Den}^L x \upharpoonright \\
| + | , & \upharpoonleft L_{OS} \upharpoonright (o, y) \\ |
− | & , & \upharpoonleft \operatorname{Den}^L y \upharpoonright \\
| + | \underline{))} & \\ |
− | & \underline{))}^\$ & (o) \\
| + | \end{array} \\ |
− | \end{array} \\
| + | & & & \\ |
− | & & \} & \\ | |
| \end{array}</math> | | \end{array}</math> |
| | style="border-left:1px solid black; text-align:center" | <math>\operatorname{F2.3f~:~D10a}</math> | | | style="border-left:1px solid black; text-align:center" | <math>\operatorname{F2.3f~:~D10a}</math> |