STATE TRANSITION SYSTEM Meaning and
Definition
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A state transition system is a concept used in computer science and related fields to describe and analyze the behavior of systems. It is a mathematical model that represents the states of a system and the transitions between those states. In this model, the system is viewed as a collection of discrete states, with the transitions representing the changes or movements between these states.
The state transition system typically consists of a set of states, a set of actions or events that can occur, and a set of transitions that describe how the system moves from one state to another when an action or event occurs. Each transition is associated with an action or event and specifies the initial state, the action or event that causes the transition, and the final state.
State transition systems are often used to model various types of systems, including software systems, hardware systems, and even natural or social systems. They provide a formal way to describe the dynamic behavior of these systems and enable the analysis of properties such as reachability, safety, liveness, and deadlock detection.
Overall, a state transition system offers a concise and systematic approach to represent and understand the behavior of complex systems in a discrete and formal manner, providing a foundation for system design, verification, and control.
