Notes on Automata, Logics, Games and Algebra
by K Narayan Kumar
Publisher: Chennai Mathematical Institute 2007
Contents: Regular Languages and Monoids; Languages via Logical Formulae; MSO to Regular Languages; EF Games and First-order Definability; Schutzenberger's Theorem; Alternating Automata; Buchi Automata; Buchi Games over Infinite Graphs; Complementation via Alternating Automata; Safra's Determinization Construction; From Streett Automata to Rabin Automata and Back; etc.
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by Jacques Sakarovitch - arXiv.org
From the table of contents: A new look at Kleene's theorem; Rationality and recognisability (Rational expressions); From automata to expressions; From expressions to automata; Changing the monoid; Introducing weights; Notes; References.
by Jorg Flum (ed) - Amsterdam University Press
Mathematical logic and automata theory are two disciplines with a fundamentally close relationship. This book covers many different facets of logic and automata theory, emphasizing the connections to other disciplines such as games, algorithms, etc.
by Moshe Sipper - Springer
Employing simple parallel cellular models, coupled with evolutionary computation techniques, this volume explores the issue of constructing man-made systems that exhibit characteristics such as those manifest by their natural counterparts.
by Alejandro Salcido - InTech
Cellular automata make up a class of discrete dynamical systems, which are a core subject in the sciences of complexity due to their conceptual simplicity, easiness of implementation for computer simulation, and their amazingly complex behavior.