THE ASYMPTOTIC THEORY OF EVERYTHING一切的近理论.docVIP

THE ASYMPTOTIC THEORY OF EVERYTHING Chapter 1 Par.1. Discussion. By using the word asymptotic, the theory states that the theory of general relativity, GRT, in the classic definition for the contraction of an event horizon for the black hole, can not exist. It is the consequence of a vector field defining empty space subjected to Heisenberg’s uncertainty principle. In the sense of mathematics, the vector field as a field to express force interaction at a distance can be anything, either defining the force of gravity or the electromagnetic forces. The most fundamental feature of this vector field is that it possesses non-linear characteristics. Make the supposition that in a phase space outside our reality, in first instance strictly 3 dimensional, the vector field as a primeval vibration is absolutely linear and may exist out of one frequency and phase angles in relation to the other vector directions constituting this phase space. Internally viewed from the origin, one could match a vector in such a manner that it always touches the points of the primeval wave (moments in time) appropriate to the directions constituting the phase space. It means that the touching of the internal and the external at a point gives an exchange of momentum. In other words, internally as it only can be imagined, the rotating vector may be broken down in a multitude of vibrations of higher frequencies. In case every new oscillation represents another force action, so a multitude of vector fields is generated. This non-linear feature is the base for a theory of everything. Naturally, one immediately grasps that a contraction of the external together with the internal fields can not always coincides in any manner to an infinitesimal point then determining the break down of GRT provided the force of gravity is defined from Einstein’s principle of equivalence (defined as vector). Par.2. Definition of the creation from the nothing. It may be quite a challenge in mathematics to prove that a n