recursive

"Recursive" describes a process, pattern, or definition that refers back to itself or is built from smaller versions of the same thing. A common way to understand it is to picture a process that repeats the same kind of step again and again until it reaches a stopping point, often called a base case. The word is used most often in computer science and mathematics, but the idea also appears in art, language, and everyday examples.

In programming, recursion is a method where a function calls itself to solve smaller parts of the same problem. For example, a factorial can be defined this way: the factorial of 5 is 5 times the factorial of 4, and that continues until you reach 1, where the process stops. Without that stopping point, the process would keep going forever.

But the idea is not limited to code. In mathematics, some definitions and formulas are recursive because each new step depends on an earlier one of the same kind. In visual patterns, recursion appears when a shape contains smaller copies of itself, as in many fractals. You can also see a similar effect in facing mirrors, where the same image seems to repeat deeper and deeper.

Storytelling can be recursive too. A story that contains a smaller version of its own pattern, or a character who tells a story that reflects the larger one, can create that feeling of structure folding back on itself.

The key idea is self-reference with structure: something points back to itself, or grows by repeating the same rule on a smaller scale. So when you hear "recursive," think of a pattern or process that comes back to itself in an organized way rather than simple repetition alone.