A note about "Faster algorithms for computing Hong's bound on absolute positiveness" by K. Mehlhorn and S. Ray
Przemys{\l}aw Koprowski

TL;DR
This paper corrects a previously proposed linear-time algorithm for computing Hong's bound on positive roots of polynomials, ensuring accurate and efficient root bound calculations.
Contribution
It identifies errors in the original algorithm and provides a corrected, reliable version for computing Hong's bound.
Findings
Original algorithm was incorrect
Corrected algorithm runs in linear time
Ensures accurate computation of Hong's bound
Abstract
We show that a linear-time algorithm for computing Hong's bound for positive roots of a univariate polynomial, described by K. Mehlhorn and S. Ray in an article "Faster algorithms for computing Hong's bound on absolute positiveness", is incorrect. We present a corrected version.
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Taxonomy
TopicsPolynomial and algebraic computation · Matrix Theory and Algorithms · Advanced Optimization Algorithms Research
