In this paper, we define a class of almost orthogonal rational functions of Legendre type in a
new manner. Relations of these functions with classical exponentional functions orthogonal …

In this article, we define a new class of orthogonal filters with complex poles and zeroes
inside their transfer function. This further improvement of classical orthogonal filters allows …

This paper considers the application of the almost orthogonal filters in the sensitivity analysis
of imperfect systems. First, we explain the concepts of dynamical systems sensitivity. Then …

A new class of continuous‐time low‐pass filter using a set of Jacobi polynomials, with all
transmission zeros at infinity, is described. The Jacobi polynomial has been adapted by …

A procedure for the experimental identification of the material standard linear solid model
parameters by means of dynamic mechanical analysis test instrument measurements is …

Our paper focuses on wave propagation in a circular annular piezoelectric plate with
hexagonal elastic symmetry used in Micro-Electromechanical Systems (MEMS). The …

In this paper we introduce a new approach to the sliding mode control design based on
orthogonal models. First, we discuss the sliding mode control based on a model given in …

In this paper, a novel sliding mode adaptive controller with function approximation form is
proposed for the DC motor control system. For the position tracking in DC motor with …

Two new type the orthogonal filters, based on almost orthogonal and quasi-orthogonal
functions, is proposed in this paper. Recent results in these fields used for formed and …

In this paper we introduce quasi-almost orthogonal filters, as a new class of filters, based on
Legendre type quasialmost orthogonal polynomials. These filters are generators of quasi …