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Ignore:
Timestamp:
Jan 9, 2008, 2:24:14 PM (18 years ago)
Author:
neil.c.c.brown
Message:

Made various other changes to the slides based on a run-through

File:
1 edited

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  • docs/trunk/omega-test-slides/omega-test.tex

    r153 r154
    248248% 9 blah 4: 2
    249249%10 blah 4: 3
    250(追記) (追記ここまで)
    251(追記) \begin{frame}<1-5> [fragile] (追記ここまで)
    252(追記) \frametitle{A Worked Problem} (追記ここまで)
    253(追記) \begin{tabular}{ll} (追記ここまで)
    254(追記) Substitution & Equations \\ \hline (追記ここまで)
    255(追記) (追記ここまで)
    256(追記) ~ & $\begin{array}{rrrcr} (追記ここまで)
    257(追記) 5x &- y + & 3z & = & 0 \\ (追記ここまで)
    258(追記) 18x &- 3y + & 2z & = & 57 \\ (追記ここまで)
    259(追記) 14x &- 2y + &3z &=& 38 \end{array}$ (追記ここまで)
    260(追記) (追記ここまで)
    261(追記) \\ \hline (追記ここまで)
    262(追記) \only<2->{ (追記ここまで)
    263(追記) $y = 5x + 3z$ & (追記ここまで)
    264(追記) $\begin{array}{rrcr} (追記ここまで)
    265(追記) 3x &- 7z &=& 57 \\ (追記ここまで)
    266(追記) 4x &- 3z &=& 38 \end{array}$} (追記ここまで)
    267(追記) (追記ここまで)
    268(追記) \\ \hline (追記ここまで)
    269(追記) \only<3->{ (追記ここまで)
    270(追記) $x = -4\sigma + z - 1$ & (追記ここまで)
    271(追記) $\begin{array}{rrcr} (追記ここまで)
    272(追記) -3\sigma &- z &=& 15 \\ (追記ここまで)
    273(追記) -16\sigma &+ z &=& 42 \end{array}$} (追記ここまで)
    274(追記) (追記ここまで)
    275(追記) \\ \hline (追記ここまで)
    276(追記) \only<4->{ (追記ここまで)
    277(追記) $z = -3\sigma - 15$ & (追記ここまで)
    278(追記) $-19\sigma = 57$} (追記ここまで)
    279(追記) (追記ここまで)
    280(追記) \\ \hline (追記ここまで)
    281(追記) \only<5->{ (追記ここまで)
    282(追記) $\sigma = -3$ & ~ \\} (追記ここまで)
    283(追記) (追記ここまで)
    284(追記) \end{tabular} (追記ここまで)
    285(追記) \end{frame} (追記ここまで)
    250286
    251287\begin{frame}[fragile]
    660696\frametitle{Flattening Expressions}
    661697\begin{itemize}
    662\item (削除) Addition is left alone, subtraction is turned into addition. (削除ここまで)
    663\item (削除) Multiplied expressions are multiplied out. (削除ここまで)
    664\item (削除) Division is problematic if it doesn't cancel out. (削除ここまで)
    665\item (削除) Modulo is (削除ここまで) special \ldots
    698\item (追記) \lstinline|3*(7-i)| becomes 21ドル + (-3)i$ (追記ここまで)
    699\item (追記) Addition is left alone, subtraction is turned into addition (追記ここまで)
    700\item (追記) Multiplied expressions are multiplied out (追記ここまで)
    701\item (追記) Division and modulo are (追記ここまで) special \ldots
    666702\end{itemize}
    667703\end{frame}
    676712\item They often cancel out anyway:
    677713\begin{lstlisting}
    678PAR i = 0 (削除) for (削除ここまで) 10
    714PAR i = 0 (追記) FOR (追記ここまで) 10
    679715 scr[width*y + i] := 255
    680716\end{lstlisting}
    861897% 5x - y + 3z = 0, 18x - 3y + 2z = 57, 14x - 2y + 3z = 38
    862898
    863\begin{frame}<(削除) 1- (削除ここまで)5> [fragile]
    864\frametitle{(削除) A Worked Problem (削除ここまで)}
    899\begin{frame}<(追記) (追記ここまで)5> [fragile]
    900\frametitle{(追記) Equality Solutions (追記ここまで)}
    865901\begin{tabular}{ll}
    866902Substitution & Equations \\ \hline
    898934
    899935\begin{frame}<1-4>[fragile]
    900\frametitle{(削除) A Worked Problem -- Solved (削除ここまで)}
    936\frametitle{(追記) Equality Solutions (追記ここまで)}
    901937\begin{tabular}{l}
    902938Substitution/Values \\ \hline
    916952%variables projected away. So we might need some cleverness to get the original
    917953%variables back after all; substitution into the bounds?
    954(追記) (追記ここまで)
    955(追記) \begin{frame}[fragile] (追記ここまで)
    956(追記) \frametitle{Inequality Solutions} (追記ここまで)
    957(追記) \begin{itemize} (追記ここまで)
    958(追記) \item Variables eliminated in inequalities are projected away (追記ここまで)
    959(追記) \begin{itemize} (追記ここまで)
    960(追記) \item Can't feed back a solution (追記ここまで)
    961(追記) \end{itemize} (追記ここまで)
    962(追記) \item Difficult issue (unsolved) (追記ここまで)
    963(追記) \end{itemize} (追記ここまで)
    964(追記) \end{frame} (追記ここまで)
    918965
    919966\section{Future Work}
    952999\frametitle{Future work -- optimising out checks}
    9531000\begin{itemize}
    954\item We c(削除) an (削除ここまで) use the integer analysis to check if array indexes are always within bounds
    1001\item We c(追記) ould (追記ここまで) use the integer analysis to check if array indexes are always within bounds
    9551002 \begin{itemize}
    9561003 \item Hence we can remove run-time checks in places
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