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diff --git a/paper.tex b/paper.tex
index d9c332420842844c03ce34d20615eaa0123df349..6507d22a8f5037f3bf4feb4b928087f63b4a6d55 100644 (file)
--- a/paper.tex
+++ b/paper.tex
@@ -229,10 +229,11 @@ and experimental study results. Finally, Section\ref{sec7} 6 concludes
 this paper and gives some hints for future research directions in this
 topic.
 
 this paper and gives some hints for future research directions in this
 topic.
 

-\section{The Sequential Aberth method}
+\section{The Sequential Ehrlich-Aberth method}

 \label{sec1}
 A cubically convergent iteration method for finding zeros of
 \label{sec1}
 A cubically convergent iteration method for finding zeros of

-polynomials was proposed by O. Aberth~\cite{Aberth73}. In the fellowing we present the main stages of the running of the Aberth method.
+polynomials was proposed by O. Aberth~\cite{Aberth73}. In the
+following we present the main stages of our implementation the Ehrlich-Aberth method.

 %The Aberth method is a purely algebraic derivation. 
 %To illustrate the derivation, we let $w_{i}(z)$ be the product of linear factors 
 
 %The Aberth method is a purely algebraic derivation. 
 %To illustrate the derivation, we let $w_{i}(z)$ be the product of linear factors