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Elements of automata theory and the theory of Markov chains. [Self-organizing control systems]

Technical Report:

Abstract

Selected topics from automata theory and the theory of Markov chains are treated. In particular, finite-memory automata are discussed in detail, and the results are used to formulate an automation model of a class of continuous systems. Stochastic automata are introduced as a natural generalization of the deterministic automaton. Markov chains are shown to be closely related to stochastic automata. Results from Markov chain theory are thereby directly applicable to analysis of stochastic automata. This report provides the theoretical foundation for the investigation in Riso Report No. 315 of a class of self-organizing control systems. (25 figures) (auth)
Authors:
Publication Date:
Mar 01, 1975
Product Type:
Technical Report
Report Number:
RISO-309
Reference Number:
ERA-01-08092
Subject:
97 MATHEMATICS AND COMPUTING; AUTOMATION; CONTROL SYSTEMS; MATHEMATICAL MODELS; MARKOV PROCESS; STOCHASTIC PROCESSES; 990200* - Mathematics & Computers
OSTI ID:
8208326
Research Organizations:
Danish Atomic Energy Commission, Risoe. Research Establishment
Country of Origin:
Denmark
Language:
English
Availability:
Dep. NTIS (US Sales Only) $6.00.
Submitting Site:
DENM
Size:
Pages: 87
Announcement Date:
Mar 14, 2013

Technical Report:

Citation Formats

Lind, M. Elements of automata theory and the theory of Markov chains. [Self-organizing control systems]. Denmark: N. p., 1975. Web.
Lind, M. Elements of automata theory and the theory of Markov chains. [Self-organizing control systems]. Denmark.
Lind, M. 1975. "Elements of automata theory and the theory of Markov chains. [Self-organizing control systems]." Denmark.
@misc{etde_8208326,
title = {Elements of automata theory and the theory of Markov chains. [Self-organizing control systems]}
author = {Lind, M}
abstractNote = {Selected topics from automata theory and the theory of Markov chains are treated. In particular, finite-memory automata are discussed in detail, and the results are used to formulate an automation model of a class of continuous systems. Stochastic automata are introduced as a natural generalization of the deterministic automaton. Markov chains are shown to be closely related to stochastic automata. Results from Markov chain theory are thereby directly applicable to analysis of stochastic automata. This report provides the theoretical foundation for the investigation in Riso Report No. 315 of a class of self-organizing control systems. (25 figures) (auth)}
place = {Denmark}
year = {1975}
month = {Mar}
}