Recursive Thinking

Recursive thinking involves solving a problem by breaking it down into smaller, similar parts that resemble the original. It’s like looking at a pattern that repeats itself at different scales. For example, in math, a recursive function calls itself with a simpler input until reaching a base case. This approach helps in understanding complex systems and processes by focusing on their self-similarity, making it easier to analyze and solve problems step by step. Essentially, it’s about thinking in terms of repeated, nested layers that mirror the whole.