On generic properties of linear systems: An overview
On genericity of complete controllability in the space of linear parametrized control systems
On identical response of initially excited and relaxed linear discrete-time system
On impulsive control with long run average cost criterion
On modelling dynamic systems excited by the Dirac function
On obtaining the time-invariant associated system of a periodic system through system equivalence
On sufficient conditions for the stability of dynamic interval systems
On the bounded input-bounded output stability of a second-order linear difference equation
On the convergence of a time-variant linear differential equation arising in identification
On the order reduction of optimal control systems
On universal time for the controllability of time-depending linear control systems
On various dynamic compensations
Optimal control of stabilizable time-varying linear systems with time delay
Periodic coprime matrix fraction decompositions.
Polynomial approach to conversion between Laplace and transforms
Realization theory for linear and bilinear switched systems: A formal power series approach
The paper represents the first part of a series of papers on realization theory of switched systems. Part I presents realization theory of linear switched systems, Part II presents realization theory of bilinear switched systems. More precisely, in Part I necessary and sufficient conditions are formulated for a family of input-output maps to be realizable by a linear switched system and a characterization of minimal realizations is presented. The paper treats two types of switched systems. The...
Realization theory for linear and bilinear switched systems: A formal power series approach
This paper is the second part of a series of papers dealing with realization theory of switched systems. The current Part II addresses realization theory of bilinear switched systems. In Part I [Petreczky, ESAIM: COCV, DOI: 10.1051/cocv/2010014] we presented realization theory of linear switched systems. More precisely, in Part II we present necessary and sufficient conditions for a family of input-output maps to be realizable by a bilinear switched system, together with a characterization of minimal...
Realization theory for linear and bilinear switched systems: A formal power series approach
This paper is the second part of a series of papers dealing with realization theory of switched systems. The current Part II addresses realization theory of bilinear switched systems. In Part I [Petreczky, ESAIM: COCV, DOI: 10.1051/cocv/2010014] we presented realization theory of linear switched systems. More precisely, in Part II we present necessary and sufficient conditions for a family of input-output maps to be realizable by a bilinear switched system, together with a characterization of minimal...
Realization theory for linear and bilinear switched systems: A formal power series approach
The paper represents the first part of a series of papers on realization theory of switched systems. Part I presents realization theory of linear switched systems, Part II presents realization theory of bilinear switched systems. More precisely, in Part I necessary and sufficient conditions are formulated for a family of input-output maps to be realizable by a linear switched system and a characterization of minimal realizations is presented. The paper treats two types of switched systems. The...
Relative controllability of nonlinear systems with time varying delays in control