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Automata theory is a category covering books that study abstract computational models and the formal languages they recognize, including finite automata, pushdown automata, Turing machines, cellular automata, and related formalisms and grammars. It treats foundational topics such as language classes (regular, context-free, recursively enumerable), computability and decidability, closure properties, state-minimization and equivalence, and basic complexity results, while also developing mathematical tools like transition systems, formal proofs, and algebraic methods. Works in this category range from introductory textbooks for students to advanced monographs and applied treatments focused on compiler construction, formal verification and model checking, natural language processing, and algorithmic problems in theoretical computer science. Readers can expect rigorous definitions, proofs, algorithmic techniques, and examples that connect abstract models to practical concerns in computing and systems design.

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