AbstractInstead of the usual AR(MA)X- or VAR (vector autoregressive) modelling, procedures will be described to obtain approximate balanced state-space models and steady-state Kalman filters with prewhitened inputs. These state-space models and Kalman filters can be used for prediction and also for control whenever the output and input variables are target and control variables respectively
The ARMarkov models were originally developed for adaptive neural control, and later for predictive ...
This work aims at the identification of a special class nonlinear state space observers for nonlinea...
This paper uses several examples to show how the econometrics program RATS can be used to analyze st...
Instead of the usual AR(MA)X- or VAR (vector autoregressive) modelling, procedures will be described...
AbstractInstead of the usual AR(MA)X- or VAR (vector autoregressive) modelling, procedures will be d...
In this paper concepts and techniques from system theory are used to obtain state-space (Markovian )...
In this paper a complete presentation is given of a new canonical representation of multi-input, mul...
The research is interested in studying a modern mathematical topic of great importance in contempora...
AbstractThe paper proposes a method for estimating linear, time-invariant state space models from mu...
This paper addresses the issue of output feedback model predictive control for linear systems with i...
The concept and use of the steady-state Kalman gain in Kalman filtering theory is presented in this ...
In this paper we derive a set of approximate but general bilinear Kalman filter equations for a mult...
This paper considers a state space model with a stochastic input map. The reference tracking problem...
State space model is a class of models where the observations are driven by underlying stochastic pr...
AbstractAn approach to estimating multivariate, time-invariant state space models for ARMAX-type pro...
The ARMarkov models were originally developed for adaptive neural control, and later for predictive ...
This work aims at the identification of a special class nonlinear state space observers for nonlinea...
This paper uses several examples to show how the econometrics program RATS can be used to analyze st...
Instead of the usual AR(MA)X- or VAR (vector autoregressive) modelling, procedures will be described...
AbstractInstead of the usual AR(MA)X- or VAR (vector autoregressive) modelling, procedures will be d...
In this paper concepts and techniques from system theory are used to obtain state-space (Markovian )...
In this paper a complete presentation is given of a new canonical representation of multi-input, mul...
The research is interested in studying a modern mathematical topic of great importance in contempora...
AbstractThe paper proposes a method for estimating linear, time-invariant state space models from mu...
This paper addresses the issue of output feedback model predictive control for linear systems with i...
The concept and use of the steady-state Kalman gain in Kalman filtering theory is presented in this ...
In this paper we derive a set of approximate but general bilinear Kalman filter equations for a mult...
This paper considers a state space model with a stochastic input map. The reference tracking problem...
State space model is a class of models where the observations are driven by underlying stochastic pr...
AbstractAn approach to estimating multivariate, time-invariant state space models for ARMAX-type pro...
The ARMarkov models were originally developed for adaptive neural control, and later for predictive ...
This work aims at the identification of a special class nonlinear state space observers for nonlinea...
This paper uses several examples to show how the econometrics program RATS can be used to analyze st...