Restudying the Field of Mathematics

The field of mathematics is divided into pure and applied mathematics. Pure mathematicians use mathematics to express their own thoughts and thus express the maximum degree of freedom found in the field of mathematics. On the other hand, applied mathematicians lose a degree of their freedom because they use mathematics to express the thoughts of people in the fields they serve. Most mathematicians are applied mathematicians and serve either counters (e.g., accountants, pollsters, etc.) or sciences (e.g., physicists, sociologists, etc.).

The field of physics is served by applied mathematicians who are called mathematical physicists. These physicists are the cause of the separation of theologians and scientists in the 17th century, after Aristotle’s science was being challenged and the scientific method was beginning to be applied to all sciences. But, these mathematical physicists did not challenge Aristotle’s meaning of infinity. Instead, they accepted Aristotle’s infinity, which is indeterminate and expressed by infinite series such as the series of integers ( 1, 2, 3, ....etc.). Thus, to the mathematical physicist, a determinate infinity does not exist. This is why many of today’s physicists reject the idea of an infinite God who creates the universe. I argue that this is a major error in the field of mathematics and explain this error in the first chapter of The First Scientific Proof of God.

I believe that the field of mathematics must restudy their work by giving ample consideration to the nature of man’s symbolic languages, the nature of the human mind, Plato’s negative, and the nature of dialectical thinking.