Cantorian Set Theory and Transfinite Numbers

Yesterday, I said that non-Euclidean geometries, Georg Cantor’s set theory, and Kurt Godel’’s incomplete theorem had turned mathematicians away from the idea that the universe is godless, has an end, and thus that mathematics can be completed with either/or logic. Are today’s mathematicians still turning away from this idea? My answer is ‘no’ because many mathematicians of today are supporting godless projects such as the Big Bang and string theories of the physicists, the evolutionary theory of biologists, and the theories of those life scientists who reject spirit in the body of man.

The group of mathematicians who support such theories rejects God because they say that the word ‘infinite’ is a verb and that infinities are uncompleted things. But, another group of mathematicians says that some infinities are nouns and are thus completed things. Since this group says that God is one and infinite, they say that God is completed, absolutely infinite, and beyond all finite and infinities. This other group follows the set theory and transfinite numbers of Georg Cantor. This group will find that my first scientific proof of God is consistent with Cantor’s set theory and transfinite numbers.

My use of spiritual atoms in my creation theory (in Part IV of my book) is an application of Centurion set theory and transfinite numbers. I thus assert that God’s Intelligent Design has a set of immortal spiritual atoms, which form subsets or things. All of these things are images of God. In my book, I ask all mathematicians and scientists in the world to turn away from the idea of a godless world and consider this Intelligent Design of God so that world peace might be established for the first time.