In this paper the concept of causal input/output representation of two-dimensional (2D) systems in the behavioral approach is introduced. These representations provide an interesting connection between classical 2D systems theory and 2D systems theory in the behavioral approach. Some characterizations of such representations are presented. Finally, a technique that allows us to obtain causal input/output representations is proposed
Important control theoretic notions like stability, stabilizability and interconnectability of dynam...
In this work we study multidimensional (nD) linear differential behaviors with a distinguished indep...
In this paper the state-space realization results of [1] for causal 2-D systems are generalized to a...
2-D systems are here considered from a behavioral point of view. The main purpose is to express stru...
The concept of proper rational matrix is strictly connected with the representation of causal transf...
The concept of controllability of 2-D systems is introduced in a behavioral framework. This property...
The paper stresses the relevance of polynomial matrices in three differ-ent approaches to the analys...
AbstractWe introduce a new matrix model that describes Causal Dynamical Triangulations (CDT) in two ...
Polarity and causality are important concepts but have not received much attention in the system dyn...
This paper deals with the state space realization of autonomous autoregressive two-dimensional (2-D)...
The behavioral approach provides a mathematical language for the modelling of systems, particularly ...
Repetitive processes propagate information in two independent directions and are of both systems the...
The behavioral approach provides a mathematical framework for modeling, analysis, and synthesis of d...
Two-dimensional systems are considered as a generalization of ordinary concept in systems theory, an...
System dynamics (SD) is a well-known methodology for analyzing the structure and the behavior of bus...
Important control theoretic notions like stability, stabilizability and interconnectability of dynam...
In this work we study multidimensional (nD) linear differential behaviors with a distinguished indep...
In this paper the state-space realization results of [1] for causal 2-D systems are generalized to a...
2-D systems are here considered from a behavioral point of view. The main purpose is to express stru...
The concept of proper rational matrix is strictly connected with the representation of causal transf...
The concept of controllability of 2-D systems is introduced in a behavioral framework. This property...
The paper stresses the relevance of polynomial matrices in three differ-ent approaches to the analys...
AbstractWe introduce a new matrix model that describes Causal Dynamical Triangulations (CDT) in two ...
Polarity and causality are important concepts but have not received much attention in the system dyn...
This paper deals with the state space realization of autonomous autoregressive two-dimensional (2-D)...
The behavioral approach provides a mathematical language for the modelling of systems, particularly ...
Repetitive processes propagate information in two independent directions and are of both systems the...
The behavioral approach provides a mathematical framework for modeling, analysis, and synthesis of d...
Two-dimensional systems are considered as a generalization of ordinary concept in systems theory, an...
System dynamics (SD) is a well-known methodology for analyzing the structure and the behavior of bus...
Important control theoretic notions like stability, stabilizability and interconnectability of dynam...
In this work we study multidimensional (nD) linear differential behaviors with a distinguished indep...
In this paper the state-space realization results of [1] for causal 2-D systems are generalized to a...