3 ms·
Sure but the hard part to understand and accept is that ANY squiggle can be represented by a weighted sum of sinusoids...I mean, that's really an amazing insigh
by javajosh 7y ago
Sure but the hard part to understand and accept is that ANY squiggle can be represented by a weighted sum of sinusoids...I mean, that's really an amazing insight, and I don't think it's obvious even after-the-fact. Forget about the details of computing coefficients - just the fact that it works at all remains counter-intuitive to me. (A neat visualization would ask the user to wiggle their mouse, producing a sparkline of some finite length, and then, in real-time, update a frequency domain representation of the motion, perhaps represented as a bunch of connected circles that rotate steadily but at different rates to produce an equivalent graph)