X-Git-Url: https://bilbo.iut-bm.univ-fcomte.fr/and/gitweb/book_gpu.git/blobdiff_plain/8ed172dc793f429438af9d60c35ae52b85986b14..32bc153a6a82be882b13679314a6f1e8021de074:/BookGPU/Chapters/chapter15/ch15.tex

diff --git a/BookGPU/Chapters/chapter15/ch15.tex b/BookGPU/Chapters/chapter15/ch15.tex
index 5dae9b2..9b0bf27 100644
--- a/BookGPU/Chapters/chapter15/ch15.tex
+++ b/BookGPU/Chapters/chapter15/ch15.tex
@@ -5,7 +5,7 @@
 \chapterauthor{Stan Scott}{School of Electronics, Electrical Engineering \& Computer Science,
 The Queen's University of Belfast}
 
-\newcommand{\fixme}[1]{{\bf #1}}
+%\newcommand{\fixme}[1]{{\bf #1}}
 
 \chapter[Numerical validation and performance optimization on GPUs in atomic physics]{Numerical validation and performance optimization on GPUs of an application in atomic physics} 
 \label{chapter15}
@@ -275,20 +275,36 @@ $\Re^{O}$.
 the output $R$-matrix becomes  the input $R$-matrix 
 for the next evaluation.  
 
+%% \begin{algorithm}
+%% \caption{\label{prop-algo}PROP algorithm}
+%% \begin{algorithmic}
+%% \FOR{all scattering energies}
+%%  \FOR{all sectors}
+%%  \STATE Read amplitude arrays
+%%  \STATE Read correction data
+%% \STATE Construct local $R$-matrices
+%% \STATE From $\Re^{I}$ and local $R$-matrices, compute $\Re^{O}$
+%% \STATE $\Re^{O}$ becomes $\Re^{I}$ for the next sector 
+%%  \ENDFOR
+%%  \STATE Compute physical $R$-Matrix 
+%% \ENDFOR
+%% \end{algorithmic}
+%% \end{algorithm}
+
 \begin{algorithm}
 \caption{\label{prop-algo}PROP algorithm}
-\begin{algorithmic}
-\FOR{all scattering energies}
- \FOR{all sectors}
- \STATE Read amplitude arrays
- \STATE Read correction data
-\STATE Construct local $R$-matrices
-\STATE From $\Re^{I}$ and local $R$-matrices, compute $\Re^{O}$
-\STATE $\Re^{O}$ becomes $\Re^{I}$ for the next sector 
- \ENDFOR
- \STATE Compute physical $R$-Matrix 
-\ENDFOR
-\end{algorithmic}
+%\begin{algorithmic}
+\For{all scattering energies} {
+ \For{all sectors}{
+  Read amplitude arrays\;
+  Read correction data\;
+  Construct local $R$-matrices\;
+  From $\Re^{I}$ and local $R$-matrices, compute $\Re^{O}$\;
+ $\Re^{O}$ becomes $\Re^{I}$ for the next sector\;
+ }
+ Compute physical $R$-Matrix \;
+}
+%\end{algorithmic}
 \end{algorithm}