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Revision as of 03:44, 19 June 2008
, 03:44, 19 June 2008→Expanded on a Logical Basis: finish table
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<math>\begin{smallmatrix}
f_{7} \\
f_{11} \\
f_{13} \\
f_{14} \\
\end{smallmatrix}</math>
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{| align="center"
{| align="center"
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<math>\begin{smallmatrix}
(x & y) \\
(x & (y)) \\
((x) & y) \\
((x) & (y)) \\
\end{smallmatrix}</math>
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<math>\begin{smallmatrix}
<math>\begin{smallmatrix}
y & \operatorname{d}x\ (\operatorname{d}y) & + &
x & (\operatorname{d}x)\ \operatorname{d}y & + &
((x, y)) & \operatorname{d}x\ \operatorname{d}y \\
(y) & \operatorname{d}x\ (\operatorname{d}y) & + &
x & (\operatorname{d}x)\ \operatorname{d}y & + &
(x, y) & \operatorname{d}x\ \operatorname{d}y \\
y & \operatorname{d}x\ (\operatorname{d}y) & + &
(x) & (\operatorname{d}x)\ \operatorname{d}y & + &
(x, y) & \operatorname{d}x\ \operatorname{d}y \\
(y) & \operatorname{d}x\ (\operatorname{d}y) & + &
(x) & (\operatorname{d}x)\ \operatorname{d}y & + &
((x, y)) & \operatorname{d}x\ \operatorname{d}y \\
\end{smallmatrix}</math>
\end{smallmatrix}</math>
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<math>\begin{smallmatrix}
<math>\begin{smallmatrix}
y & \partial x & + & x & \partial y \\
(y) & \partial x & + & x & \partial y \\
y & \partial x & + & (x) & \partial y \\
(y) & \partial x & + & (x) & \partial y \\
\end{smallmatrix}</math>
\end{smallmatrix}</math>
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