Performing Lin's method via Routh-type algorithms or Hurwitz-type determinants

1 January 1980

journal article
Published by Institute of Electrical and Electronics Engineers (IEEE) in Proceedings of the IEEE

Vol. 68 (11) , 1447-1449
https://doi.org/10.1109/PROC.1980.11886

Abstract

Lin's method for finding a quadratic factor of a polynomial is too well known. Basically it is to perform long divisions on the polynomial in question by a quadratic factor shown in the last three terms of the polynomial or in the remainder. The new approach is to use Routh-Hurwitz type algorithms or determinants to evaluate the factor iteratively.

Keywords

POLYNOMIALS
ITERATIVE ALGORITHMS
PAIN
POWER DISTRIBUTION
VOLTAGE
FLUCTUATIONS
GEOMETRY
POWER ENGINEERING AND ENERGY
ITERATIVE METHODS
EQUATIONS

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