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Titlebook: Structural Theory of Automata, Semigroups, and Universal Algebra; Proceedings of the N Valery B. Kudryavtsev,Ivo G. Rosenberg,Martin Gold C

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Conference proceedings 2005. Developing them was the main purpose of the NATO ASI summerschool held in Montreal in 2003. Although some connections, for example between semigroups and automata, were known for a long time, developing them and surveying them in one volume is novel and hopefully stimulating for the future. Anothe
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On the automata functional systems,tomata functional systems is done for model systems in order of their increasing complexity. The first to be considered are automata without memory, i.e., the functions of .-valued logic; then we consider automata with limited memory, i.e., the above-mentioned functions with delays, and finally, finite automata, i.e., automata functions.
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Congruence modular varieties: commutator theory and its uses, extended to congruence modular varieties in a 1979 paper by J. Hagemann and C. Herrmann, and has since been elaborated into an impressive machinery for attacking diverse problems in the domain of congruence modular varieties. Three notable applications of this commutator theory are presented in detail, and others are described.
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