> Can we extend the analogy to integration? Dumb idea: Unzipping? Differentiation takes as input the overall structure and extracts the behavior at a certain

> Can we extend the analogy to integration? Dumb idea: Unzipping? Differentiation takes as input the overall structure and extracts the behavior at a certain location. Integration takes the behavior at many different locations and returns a coherent picture of the overall structure. I'm struggling to picture the math. Does this work the way I envision?