April 2013 – Math Research of Victor Porton

Online listing of research and other projects to participate

I’ve created a site where anyone may list his projects and anyone may mark which projects he is going to

I have proved that for every funcoid (where and are indexed families of sets) there exists a funcoid (subatomic projection)

I had a very great idea in the field of general topology, what I now call funcoids. Years of my

I added the definition and properties of “second reloidal product” (the definition was inspired by Tychonoff product of topological spaces)

I discovered a math theory which (among other things) gives an alternate interpretation of the equations of general relativity (something

I’ve added the following almost trivial proposition to the draft of my book “Algebraic General Topology. Volume 1”: Proposition (for

I’ve defined (well, vaguely defined) what I call “meta-singular numbers”. These can be used to describe values of a function