Recursive Systems

Recursive systems are processes where the output depends on previous results, often involving a repeated pattern or self-reference. Think of it like a recipe that uses its own previous steps to determine the next step, or a process that repeats and builds upon itself. They are common in mathematics, algorithms, and natural phenomena, allowing complex behaviors to emerge from simple, repeated rules. Essentially, recursive systems leverage their past states to define or generate new states, enabling efficient modeling of dynamic, evolving situations.