slides/slides05.tex
changeset 151 df229ec49b22
parent 150 a2d792ed768e
child 153 70ab41cb610e
equal deleted inserted replaced
150:a2d792ed768e 151:df229ec49b22
   574 \begin{frame}[c]
   574 \begin{frame}[c]
   575 
   575 
   576 \begin{itemize}
   576 \begin{itemize}
   577 \item The star-case in our proof about the matcher needs the following lemma
   577 \item The star-case in our proof about the matcher needs the following lemma
   578 \begin{center}
   578 \begin{center}
   579 \bl{$Der\,c\,A^* = (Der c A)\,@\, A^*$}
   579 \bl{$Der\,c\,A^* = (Der\,c\,A)\,@\, A^*$}
   580 \end{center}
   580 \end{center}
   581 \end{itemize}\bigskip\bigskip
   581 \end{itemize}\bigskip\bigskip
   582 
   582 
   583 \begin{itemize}
   583 \begin{itemize}
       
   584 \item \bl{$A^* = \{""\} \cup A\,@\,A^*$}
   584 \item If \bl{\texttt{""} $\in A$}, then\\ \bl{$Der\,c\,(A @ B) = (Der\,c\,A) @ B \cup (Der\,c\,B)$}\medskip
   585 \item If \bl{\texttt{""} $\in A$}, then\\ \bl{$Der\,c\,(A @ B) = (Der\,c\,A) @ B \cup (Der\,c\,B)$}\medskip
   585 \item If \bl{\texttt{""} $\not\in A$}, then\\ \bl{$Der\,c\,(A @ B) = (Der\,c\,A) @ B$}
   586 \item If \bl{\texttt{""} $\not\in A$}, then\\ \bl{$Der\,c\,(A @ B) = (Der\,c\,A) @ B$}
   586 
   587 
   587 \end{itemize}
   588 \end{itemize}
   588 
   589