Natural Infinities: Evidence of Determinate Infinities

Infinity is the name that all mathematicians and scientists give to the mind and its ability to imagine or conceive. This infinity is something incomplete, is indeterminate, and is represented by an unending sequence of determinate things. An example is the sequence of integers (1, 2, 3, 4, ... etc.). It is unending because it has no highest integer. Georg Cantor called this infinity the non-genuine or bad infinity.

But, some mathematicians and scientists agree with Cantor and say that completed or determinate infinities also exist. Cantor called them genuine infinities in general and transfinite numbers in mathematics. In the universe, these determinate infinities are known as natural infinities or singularities. Beyond these natural infinities or singularities, one finds God’s absolute infinite. Thus, God exists, is infinite, is completed, and is self-defined.

Some examples of natural infinities are electrons and black holes. (See "Bridges to Infinity; The Human Side of Mathematics" by Michael Guillen.). However, I believe that the spiritual atoms I am presenting in my book on my modern creation theory will reveal many new singularities that have existed always but have been hiding from us. But, science must consider the set of spiritual atoms, their subsets, and their dominant spiritual atoms before these singularities will be identified. I expect new research to prove that all living things are also singularities.