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In the context of discrete mathematics (dt), automata are abstract mathematical models that represent computational systems or processes. They consist of states, transitions between those states, and an input that triggers these transitions, allowing them to process strings of symbols. Automata theory is fundamental in computer science, particularly in designing algorithms, compilers, and understanding formal languages. Common types include finite automata, pushdown automata, and Turing machines, each with varying levels of computational power.

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