Abstract: Computational complementarity was introduced to mimic the physical complementarity in terms of nite automata (with outputs but no initial state). Most of the work has been focussed on \frames", i.e., on xed, static, local descriptions of the system behaviour. The rst paper aiming to study the asymptotical description of complementarity was restricted to certain types of soc shifts. In this paper we continue this work and extend the results to all irreducible soc shifts. We also study computational complementarity in terms of labelled graphs rather than automata. Key Words: Complementarity principles, nite automata, soc shifts, graphs
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The study of complementarity problems is now an interesting mathematical subject with many applicati...
Computational complementarity was introduced to mimic the physical complementarity in terms of finit...
Finite automata (with outputs but no initial states) have been extensively used as models of computa...
The main object of this thesis is a class of piecewise linear dynamical systems that are related bot...
Projected dynamical systems have been introduced by Dupuis and Nagurney as dynamic extensions of var...
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The subject of this paper is the development of mathematical foundations for a theory of simulation....
Automata Theory is part of computability theory which covers problems in computer systems, software,...
This paper studies the interaction between the notions of passivity of systems theory and complement...
Concepts of reduction and minimization are formulated in a general setting inorder to unify and clas...
Projected dynamical systems have been introduced by Dupuis and Nagurney as dynamic extensions of var...
We introduce a new class of dynamical systems called "linear complementarity systems." The...
AbstractAutomata theory provides two ways of defining an automaton: either by its transition system,...
We discuss groups and monoids defined by cellular automata on full shifts, sofic shifts, minimal sub...
The study of complementarity problems is now an interesting mathematical subject with many applicati...
Computational complementarity was introduced to mimic the physical complementarity in terms of finit...
Finite automata (with outputs but no initial states) have been extensively used as models of computa...
The main object of this thesis is a class of piecewise linear dynamical systems that are related bot...
Projected dynamical systems have been introduced by Dupuis and Nagurney as dynamic extensions of var...
We introduce a new class of dynamical systems called linear complementarity systems. The time evol...
A complementarity framework is described for the modeling of certain classes of mixed continuous/dis...
The subject of this paper is the development of mathematical foundations for a theory of simulation....
Automata Theory is part of computability theory which covers problems in computer systems, software,...
This paper studies the interaction between the notions of passivity of systems theory and complement...
Concepts of reduction and minimization are formulated in a general setting inorder to unify and clas...
Projected dynamical systems have been introduced by Dupuis and Nagurney as dynamic extensions of var...
We introduce a new class of dynamical systems called "linear complementarity systems." The...
AbstractAutomata theory provides two ways of defining an automaton: either by its transition system,...
We discuss groups and monoids defined by cellular automata on full shifts, sofic shifts, minimal sub...
The study of complementarity problems is now an interesting mathematical subject with many applicati...