👉 Termination math, often found in the context of computer science and digital signal processing, deals with the process of stopping a sequence of operations or signals. It involves determining when to halt a computation or a series of events based on predefined conditions or thresholds. This is crucial in scenarios like data transmission, where signals need to be stopped after reaching a certain level or when a specific condition is met. The math typically involves setting up equations or inequalities that represent these stopping criteria, and solving them to find the exact point of termination. For example, in a digital filter, termination math might determine when the output signal falls below a certain threshold, signaling that further processing is unnecessary.
