Bull. Math. Soc. Sci. Math. Roumanie


V.K. Jain and H. Konwer:Certain refinements of Cauchy's bound for zeros of a polynomial, p.59-65
Next: Constantin P. Niculescu:Interpolating Newton's Up: TOME 47 (95), no. 1-2 Previous: Ram Shankar Gupta, S.

V.K. Jain and H. Konwer: Certain refinements of Cauchy's bound for zeros of a polynomial, p. 59-65

Abstract:

\begin{theorem}
According to Cauchy, all the zeros of
\begin{displaymath}p(z) =...
...ert a_{n-j}\vert)\right\},\textrm{ }(t_0 = 1).
\end{displaymath}
\end{theorem}

Key Words: Zeros, polynomial, refinements, Cauchy's bound.
2000 Mathematics Subject Classification: Primary: 30C15, Secondary: 30C10.