In this contribution we introduce two different methods to construct robustly stable Schur
polynomials that depend on an uncertain parameter, by using basic properties of orthogonal …

In this contribution, we use the connection between stable polynomials and orthogonal
polynomials on the real line to construct sequences of Hurwitz polynomials that are robustly …

An important problem related to the study of the robust stability of a linear system that
presents variation in terms of an uncertain parameter consists of understanding the variation …

This paper considers the robust stabilization problem for interval plants with parametric
uncertainty and uncertain time-delay based on the value set characterization of closed-loop …

This paper provides two main contributions to the field of control systems design. Firstly, an
algorithm is proposed for computing digital compensators aimed at stabilizing a specific …

A new criterion for Schur stability is derived by using basic results of the theory of orthogonal
polynomials. In particular, we use the relation between orthogonal polynomials on the real …

Conventional financial management methods, based on extrapolation approaches to
financial analysis, often reach their limits due to violations of stationary controlled financial …

This work presents the search for general criteria to guarantee asymptotic stability around
the fixed points of a population growth model of the Aedes aegypti mosquito previously …

El presente trabajo busca criterios generales que garanticen la estabilidad asintótica
alrededor de los puntos fijos de un modelo de crecimiento poblacional para el mosquito …

Conventional financial management methods, based on extrapolation approaches to
financial analysis, often reach their limits due to violations of stationary controlled financial …