On Nov 30, 8:39 am, "Ross A. Finlayson" <ross.finlay...@gmail.com> wrote: > > > You've had this function for 13 years now and you STILL can't > > calculate the area of a triangle with it. > > Fred Jeffries who I respect: I'd like to think that's in the context > of modeling Dirac's delta with triangles or radial basis functions, > but what's important to describe of EF as plotted is this: removing > all the space between the integers and plotting the elements in the > range it would look like f(x) = x from zero to one, half a square and > a triangle, but the F-Sigma Lebesgue integral of EF evaluates to one > not one half, now that's the surprise. > > EF: CDF: of the uniform distribution of the natural integers. >
Sorry, I can't decipher the above two paragraphs. All I see is 13 years and 3 math degrees and still can't calculate the area of a triangle
