Um, I was discussing integrals - I thought that was obvious to the casual observer? An integral is, of course, the sum of a bunch of areas, each of which has some non-zero height, and width “0”. So an integral is the sum of a bunch of zeros, with a non-zero answer.
What are you talking about? Some vague lesbague trick in hilbert space, using non-euclidian geometry, which completely ignores reimann? Have you discarded the standard metric in your topology?
Or macroeconomics? Personally, I always thought macro e. is lower that socialogy, but that is just my humble opinion...
Quit trying to reinvent zero.