Changeset 153 for docs/trunk/omega-test-slides/omega-test.tex
- Timestamp:
- Jan 9, 2008, 2:08:26 PM (18 years ago)
- Author:
- neil.c.c.brown
- Message:
-
Renamed some sections, added a slide to help explain the notation, and added a little more keyword highlighting
- File:
-
- 1 edited
- docs/trunk/omega-test-slides/omega-test.tex (modified) (4 diffs)
Legend:
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docs/trunk/omega-test-slides/omega-test.tex
r151 r153 133 133 \end{itemize} 134 134 \item Output is integer solution or ``unsolveable'' 135 \item All equations are joined by $\land$ (AND); $\lor$ (OR) effectively creates multiple equation-sets. 135 \item All equations are joined by $\land$ (AND) 136 \begin{itemize} 137 \item $\lor$ (OR) effectively creates multiple equation-sets. 138 \end{itemize} 136 139 \end{itemize} 137 140 \end{frame} … … 145 148 \end{itemize} 146 149 \end{frame} 150 (追記) (追記ここまで) 151 (追記) \begin{frame}[fragile] (追記ここまで) 152 (追記) \frametitle{Terms} (追記ここまで) 153 (追記) \[ c + a_1 x_1 + a_2 x_2 \cdots a_n x_n = 0 \] (追記ここまで) 154 (追記) (追記ここまで) 155 (追記) Set $x_0 = 1,ドル $a_0 = c$: (追記ここまで) 156 (追記) (追記ここまで) 157 (追記) \[ a_0 x_0 + a_1 x_1 + a_2 x_2 \cdots a_n x_n = 0 \] (追記ここまで) 158 (追記) (追記ここまで) 159 (追記) \[ \displaystyle\sum_{i=0}^n a_i x_i = 0 \] (追記ここまで) 160 (追記) \end{frame} (追記ここまで) 161 (追記) (追記ここまで) 147 162 148 163 \begin{frame}[fragile] … … 624 639 \end{frame} 625 640 626 %TODO represent the whole process as a flow chart to give a better idea of 627 %how all these different cases fit together 628 629 630 \section{Code to Equations} 641 \section{Formulating Problems} 631 642 632 643 \begin{frame}[fragile] 633 644 \frametitle{Replication} 645 (追記) \begin{lstlisting} (追記ここまで) 646 (追記) PAR i = 0 FOR 10 (追記ここまで) 647 (追記) a[i] := a[i+1] (追記ここまで) 648 (追記) \end{lstlisting} (追記ここまで) 634 649 \begin{itemize} 635 650 \item For parallel replication (e.g. 0 FOR 10), we introduce a ghost variable $i'$: 0ドル \leq i \leq i' - 1,ドル $i' \leq 9$ … … 825 840 826 841 827 \section{ (削除) Answers to Code (削除ここまで)}842 \section{(追記) Feeding Back Answers (追記ここまで)} 828 843 829 844 %\begin{frame}
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