timed automata

Timed automata are mathematical models used to represent systems that change over time, like computer programs or workflows. They consist of states (like stop and go), transitions (how you move from one state to another), and timing constraints (rules about how long you can stay in a state or how quickly you must move). This approach helps in analyzing and ensuring the correctness of systems, especially in fields like computer science and robotics, where timing is crucial to functionality and performance. Essentially, timed automata help design systems that work reliably over time.