The class of nonlinear dynamical systems obtained by interconnection of a linear, time-invariant dynamical system and a memoryless, time-invariant, sector-bound nonlinearity has been widely studied in literature. In this paper it is shown that many important results for this class of systems can be elegantly unified using behavioral theory of dynamical systems. Systems with slope-restricted nonlinearities are also considered. (C) 200
In this work the theory of nonlinear dynamical systems is applied to economic and financial models w...
The behavioral approach to systems and control theory has led to an elegant characterization of the ...
One of the main features of the behavioral approach as a foundation framework for the theory of dyna...
Important control theoretic notions like stability, stabilizability and interconnectability of dynam...
It can be proven that linear dynamical systems exhibit either stable behavior, or unstable behavior,...
In this paper some properties of nonlinear phenomena are discussed. Nonlinearity of the dynamical sy...
The behavioral approach provides a mathematical framework for modeling, analysis, and synthesis of d...
AbstractNonnegative linear systems, which have traditionally been investigated within the state-spac...
Nonnegative linear systems, which have traditionally been investigated within the statespace framewo...
We formulate the problem of stability of switched scalar linear systems of the n−th order in the beh...
In this paper we introduce the behavioral approach as a mathematical language for describing dynamic...
Summary This paper proposes and develops a generalized sector-bound approach to feedback stabilizati...
Despite the well-known conservatism of sector-based results for systems consisting of an interconnec...
This paper presents an analysis of representation and stability properties of dynamical systems whos...
In this paper we introduce the behavioral approach as a mathematical language for describing dynamic...
In this work the theory of nonlinear dynamical systems is applied to economic and financial models w...
The behavioral approach to systems and control theory has led to an elegant characterization of the ...
One of the main features of the behavioral approach as a foundation framework for the theory of dyna...
Important control theoretic notions like stability, stabilizability and interconnectability of dynam...
It can be proven that linear dynamical systems exhibit either stable behavior, or unstable behavior,...
In this paper some properties of nonlinear phenomena are discussed. Nonlinearity of the dynamical sy...
The behavioral approach provides a mathematical framework for modeling, analysis, and synthesis of d...
AbstractNonnegative linear systems, which have traditionally been investigated within the state-spac...
Nonnegative linear systems, which have traditionally been investigated within the statespace framewo...
We formulate the problem of stability of switched scalar linear systems of the n−th order in the beh...
In this paper we introduce the behavioral approach as a mathematical language for describing dynamic...
Summary This paper proposes and develops a generalized sector-bound approach to feedback stabilizati...
Despite the well-known conservatism of sector-based results for systems consisting of an interconnec...
This paper presents an analysis of representation and stability properties of dynamical systems whos...
In this paper we introduce the behavioral approach as a mathematical language for describing dynamic...
In this work the theory of nonlinear dynamical systems is applied to economic and financial models w...
The behavioral approach to systems and control theory has led to an elegant characterization of the ...
One of the main features of the behavioral approach as a foundation framework for the theory of dyna...