Recursive Patterns

Recursive patterns are structures or processes that repeat in a similar way at different levels. Think of them as a sequence where each part is built from the previous one. For example, in nature, a snowflake's design features smaller versions of its overall shape. In mathematics, the Fibonacci sequence grows from adding the two previous numbers. In storytelling, a theme might reappear in various chapters, deepening its significance. These patterns help us understand complex systems by showing how smaller elements interact to create larger wholes. They are prevalent in nature, mathematics, art, and storytelling.