Line 451: |
Line 451: |
| | | | | |
| <math>\begin{array}{ccccc} | | <math>\begin{array}{ccccc} |
− | x & = & f(u, v) & = & \underline{((}~ u ~\underline{)(}~ v ~\underline{))} | + | x & = & f(u, v) & = & \texttt{((u)(v))} |
| \\ \\ | | \\ \\ |
− | y & = & g(u, v) & = & \underline{((}~ u ~,~ v ~\underline{))} | + | y & = & g(u, v) & = & \texttt{((u,~v))} |
| \\ \\ | | \\ \\ |
− | (x, y) & = & F(u, v) & = & ( ~\underline{((}~ u ~\underline{)(}~ v ~\underline{))}~ , ~\underline{((}~ u ~,~ v ~\underline{))}~ ) | + | (x, y) & = & F(u, v) & = & ( ~\texttt{((u)(v))}~ , ~\texttt{((u,~v))}~ ) |
| \end{array}</math> | | \end{array}</math> |
| |} | | |} |
Line 478: |
Line 478: |
| | | | | |
| <math>\begin{array}{ccccc} | | <math>\begin{array}{ccccc} |
− | u' & = & f(u, v) & = & \underline{((}~ u ~\underline{)(}~ v ~\underline{))} | + | u' & = & f(u, v) & = & \texttt{((u)(v))} |
| \\ \\ | | \\ \\ |
− | v' & = & g(u, v) & = & \underline{((}~ u ~,~ v ~\underline{))} | + | v' & = & g(u, v) & = & \texttt{((u,~v))} |
| \\ \\ | | \\ \\ |
− | (u', v') & = & F(u, v) & = & ( ~\underline{((}~ u ~\underline{)(}~ v ~\underline{))}~ , ~\underline{((}~ u ~,~ v ~\underline{))}~ ) | + | (u', v') & = & F(u, v) & = & ( ~\texttt{((u)(v))}~ , ~\texttt{((u,~v))}~ ) |
| \end{array}</math> | | \end{array}</math> |
| |} | | |} |