Interesting how all sorts of PMFs, such as the ugly bimodal-uniform distribution, converges to gauss curve. I was thinking, if the phenomena might go beyond probability theory, and that just about any shape (that that extends in a finite range on the x axis and is positive on the y axis) might converge to gauss curve if self-convolved enough times?
Interesting how all sorts of PMFs, such as the ugly bimodal-uniform distribution, converges to gauss curve. I was thinking, if the phenomena might go beyond probability theory, and that just about any shape (that that extends in a finite range on the x axis and is positive on the y axis) might converge to gauss curve if self-convolved enough times?