la figure 3 en noir et blanc....

[kahina_paper1.git] / paper.tex

diff --git a/paper.tex b/paper.tex
index cd7f27052589a7f66a658dc2ba1b771bbab7f06c..e3dde6e9caa09e9e64e50476180d0bdb7dd8f12c 100644 (file)
--- a/paper.tex
+++ b/paper.tex
@@ -619,13 +619,13 @@ exponential logarithm algorithm.
 \caption{Kernel update}
 
 \eIf{$(\left|d\_Z\right|<= R)$}{
 \caption{Kernel update}
 
 \eIf{$(\left|d\_Z\right|<= R)$}{

-$kernel\_update((d\_Z,d\_Pcoef,d\_Pdegres,d\_Pucoef,d\_Pudegres)$\;}
+$kernel\_update((d\_Z,d\_P,d\_Pu)$\;}

 {
 {

-$kernel\_update\_ExpoLog((d\_Z,d\_Pcoef,d\_Pdegres,d\_Pucoef,d\_Pudegres))$\;
+$kernel\_update\_ExpoLog((d\_Z,d\_P,\_Pu))$\;

 }
 \end{algorithm}
 
 }
 \end{algorithm}
 

-The first form executes formula \ref{eq:SimplePolynome} if the modulus
+The first form executes formula the EA function Eq.~\ref{Eq:Hi} if the modulus

 of the current complex is less than the a certain value called the
 radius i.e. ($ |z^{k}_{i}|<= R$), else the kernel executes the EA.EL
 function Eq.~\ref{Log_H2}
 of the current complex is less than the a certain value called the
 radius i.e. ($ |z^{k}_{i}|<= R$), else the kernel executes the EA.EL
 function Eq.~\ref{Log_H2}