automátas
Automata, sometimes referred to as automatas in some languages, are abstract computational models used to represent and analyze computation. In computer science, automata theory studies how formal languages can be recognized, transformed, or decided by mechanical processes.
Finite automata, both deterministic (DFA) and nondeterministic (NFA), have a finite number of states and read
Key results in automata theory include the equivalence of DFAs and NFAs in terms of recognized languages,
Automata theory has broad practical applications, including lexical analysis and the use of regular expressions in
Historically, concepts of automata emerged from early formal language studies in the mid-20th century (notably Kleene,