CREATESPACE The Groundlessness of Infinity: Analytical Theory

In this manuscript, a novel number (analytical) theory, the nature of what is called "number" is revealed by proofs for the first time in history. I have written this theory from scratch. So, no specific previous studies are required for the reader to understand it. The revelation of the numeric nature leads irrevocably to the solution of historically important problems, such as the Riemann Hypothesis and the P vs NP Problem. I am proud to announce the absolute proof to Albert Einstein's gravitational field as well as the limit in speed (of light) in this work of mine! I AM PROUD FOR ALBERT EINSTEIN AND MILEVA MARIC ARE MY INTELLECTUAL BROTHER AND SISTER. The application of this new knowledge of numbers on calculus leads to the solution of Zeno's Paradoxes, in the most clear and definite way. The same logic, when applied to the axioms of Euclid about how the geometrical space (Euclidean space) is constructed, leads to actually proving the axioms of the Euclidean space. This is accompanied with a wholly new way of considering the circle -as a non-Euclidean object- and thus solving the problem of how the circle is actually calculated. This offers the answer to a surprisingly unanswered question: how a bicycle works! When reading the title of this manuscript "The Groundlessness of Infinity", one should have in mind that it is the same proofs that both abolish the notion of infinity and refute the notion of a supposed "ultimate end" in time, space, energy, mass, etc. It is about a really novel way to consider numbers and calculus, although the very practice of counting has no reason to be affected by the above referred changes. Regards, Emmanuel Xagorarakis