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Algebraic Structures In Automata And Database Theory

as a natural three-sorted algebraic structure, that allows for a rich algebraic theory. Based on a general category position, fuzzy and;

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Language and Automata Theory and Applications

submissions. They were organized in topical sections named: algebraic structures; automata; complexity; learning; logics and languages; trees and;

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Discrete Algebraic Methods

chapter is devoted to combinatorial group theory and its connections to automata. Contents: Algebraic structures Cryptography Number;

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Algebraic Theory Of Automata And Languages

Although there are some books dealing with algebraic theory of automata, their contents consist mainly of Krohn-Rhodes theory and related;

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Graph Algebras and Automata

, semigroups, rings, codes, and other algebraic structures and to outline theorems and algorithms for finite state automata and grammars.;

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Language and Automata Theory and Applications

This book constitutes the refereed proceedings of the 10th International Conference on Language and Automata Theory and Applications, LATA;

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Language and Automata Theory and Applications

in topical sections named: algebraic structures; automata; complexity; grammars; languages; trees and graphs; and words and codes. The book also;

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Language and Automata Theory and Applications

This book constitutes the refereed proceedings of the 12th International Conference on Language and Automata Theory and Applications, LATA;

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Language and Automata Theory and Applications

This book constitutes the refereed proceedings of the 9th International Conference on Language and Automata Theory and Applications, LATA;

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Automata, Formal Languages And Algebraic Systems - Proceedings Of Aflas 2008

of formal languages, automata theory and algebraic systems related to the theoretical computer science and informatics. It covers the areas such as;

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Developments in Language Theory

for automata and languages; codes; efficient text algorithms; symbolic dynamics; decision problems; relationships to complexity theory and;

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Applications Of Automata Theory And Algebra

Chrystopher Nehaniv for the 21st century. Its novel and rigorous development of the mathematical theory of complexity via algebraic automata theory;

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Developments in Language Theory

for strings, trees, graphics, arrays; algebraic theories for automata and languages; codes; efficient text algorithms; symbolic dynamics;

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Developments in Language Theory

and transducers for strings, trees, graphs, arrays, algebraic theories for automata and languages, codes, efficient text algorithms, symbolic;

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Computing and Combinatorics

Structures; Computational Complexity; Approximation Algorithms; Cryptography; Network and Algorithms; Graph Theory and Algorithms; Computational;

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Development in Language Theory

grammars, acceptors and transducers for words, trees and graphs; algebraic theories of automata; codes; symbolic dynamics; algorithmic;

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Computing and Combinatorics

algorithms and data structures; algorithmic game theory and online algorithms; automata, languages, logic, and computability; combinatorics related;

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Computing and Combinatorics

submissions. The papers cover various topics including algorithms and data structures; algorithmic game theory; approximation algorithms and online;

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Developments in Language Theory

, automata theory and related areas, such as algorithmic, combinatorial, and algebraic properties of words and languages, cellular automata;

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Mathematical Foundation Of Informatics, The - Proceedings Of The Conference

in theoretical and applied computer science, e.g. formal languages, automata, codes, parallel and distributed computing, formal systems, knowledge;

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Ordered Algebraic Structures and Related Topics

real algebraic geometry including complexity issues, model theory of various algebraic and differential structures, Witt equivalence of fields;

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Noncommutative Rational Series with Applications

The algebraic theory of automata was created by Schutzenberger and Chomsky over 50 years ago and there has since been a great deal;

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Computing and Combinatorics

randomized methods; logic, algebra and automata; database and data structures; parameterized complexity and algorithms; computational complexity;

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Tool and Object

Category theory is a general mathematical theory of structures and of structures of structures. It occupied a central position;

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Finite Automata

mathematical theory of finite automata. The first half of Finite Automata focuses on the computer science side of the theory and culminates;

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Finite Automata

mathematical theory of finite automata. The first half of Finite Automata focuses on the computer science side of the theory and culminates;

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Implementation and Application of Automata

selected from 20 submissions. The topics of the papers cover various fields in the application, implementation, and theory of automata and related;

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