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 presents a new method for modelling of dynamic systems by using specially
designed orthogonal polynomial neural networks. These networks utilize the feature that the …

This paper presents one possible application of generalized quasi-orthogonal functional
networks in the sensitivity analysis of complex dynamical systems. First, a new type of first …

This papers presents the application of hybrid bond graphs in modeling and simulation of
submersible pump in water factory NAISSUS in Nis. The obtained model is used as plant …

A new class of cascade digital orthogonal filters of the Malmquist type based on bilinear
transformation for mapping poles to zeroes and vice versa is presented in this paper. In a …

This paper presents some of the results and contributions to the theory of orthogonal
polynomials, orthogonal functions and corresponding filters, achieved in the last fifteen …

The oscillatory and chaotic dynamics of MIMO cascade connected nonlinear systems are
analyzed in this paper. For that purpose the known theorems of limit sets existence in …

A class of cascade filters, orthogonal with respect to a new inner product, is presented in this
paper. A sequence of generalized Malmquist orthogonal rational functions is used for design …

This paper presents generalized orthogonal cascade filters based on bilinear transformation
for mapping poles to zeroes and zeroes to poles in transfer functions. The filters are …

Hammerstein-Wiener systems present a structure consisting of three serial cascade blocks.
Two are static nonlinearities, which can be described with nonlinear functions. The third …