>>11062321If the point density of points is infinity rather than unity, then it is natural to have wave-particle duality. Consider this: there are many points along the 1D interval (0,1) as there are in a hundred-billion-dimensional hypervolume 50 miles on a side. The reason is because both numbers are infinite but it still seems like a cubic volume should have more points in it than the line along one of its flat corners. If you get rid of the notion of "a point" be changing the point density of points from one to infinity, then it makes sense that everything has the same amount of points because everything with any points in it has an infinite number of them. This also suggests the resolution tot he wave-particle duality when the wave-like behavior is attributed to the internal structure of "point particle" wherein the point density has been cranked up from one to infinity.
