ON AN INTERVAL METHOD FOR THE INCLUSION OF ONE POLYNOMIAL ZERO
Dusan M. Milosevic, Miodrag S. Petković, Mimica Milošević · SCIndeks · 2013
In this paper we construct a new interval method for the inclusion of one simple or multiple complex polynomial zero in circular complex arithmetic. We present the convergence analysis starting from the computationally verifiable initial condition that guarantees the convergence of this inclusion method. We also give two numerical examples in order to demonstrate convergence behavior of the proposed method.