A **Sequential Dynamical System (SDS)** is a mathematical framework that extends the concepts of dynamical systems to incorporate a sequential update process, often characterized by the interaction and dependence of various components over time. SDSs are particularly useful in modeling complex systems where the state updates depend on both the previous state and some sequential rules. Key features of a Sequential Dynamical System include: 1. **Components**: SDSs typically consist of a set of variables or components that can evolve over time.
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