Mathematical Physics

1307 Submissions

[8] viXra:1307.0113 [pdf] submitted on 2013-07-23 08:40:13

The Proof

Authors: Andrej Rehak
Comments: 9 Pages. The essay can be rated at FQXi's 2013 Essay Contest at http://fqxi.org/community/forum/topic/1876

If the result of the product of zero and infinity is not defined then the system located within dimensions of their ideas has no definition. On a scale between zero and infinity, we establish the system. Universally valid definition of its geometry of motion proves its validity. We prove that the system is. We establish a platform for its unification.
Category: Mathematical Physics

[7] viXra:1307.0101 [pdf] submitted on 2013-07-20 20:40:42

Clifford Clock and the Complex Spaces of the Qi Men Dun Jia Model

Authors: John Frederick Sweeney
Comments: 16 Pages.

The concept of the Clifford Clock, which demonstrates the relationships between real, complex, quarternions and octonions, has become established in math physics. Less well-known are the spaces in which the algebras dwell. Space consists of an infinite number of tiny invisible cubes. Under the rubric of the Clifford Clock, these spaces take on significance, since the spaces themselves take on periodic aspects, and are directly related to Supersymmetry and the Super Brauer group of Lie Algebras. In addition, the Clifford Clock of Complex Spaces bears relevance to octagonal cuspid newforms, which are related to the Riemann Zeta Function.
Category: Mathematical Physics

[6] viXra:1307.0100 [pdf] submitted on 2013-07-20 14:31:05

Description on the P vs. NP; A Guide to its Mathematics

Authors: Andrew Nassif
Comments: 2 Pages.

Most people when thinking of the P vs. NP thinks of it as unsolved or unsolvable although it goes with a simple algorithmic proof in which I have written in my previous paper. Now as you may know, the P vs. NP can lead to some of the greatest breakthroughs in computer science, and mathematical physics. The question however asks you to use a method to figure out the complexity vs. non-complexity of a problem, which I have demonstrated in my last paper as the example of someone removing 100 possible students from a group of 400 and then coming up with the different combinations in which the 300 can’t be picked. This problem can be used in example with probability and solved through the complex equation where there is a solution for P equaling NP and you would then get ((400!)-(100!*3)). I gave this example using set theory and logic as well. This number would then be more than the number of atoms in the known planet in which we live on. However this is just one of the examples. My next example was an example of how some computers show through algorithms and polynomials that P does equal NP.
Category: Mathematical Physics

[5] viXra:1307.0045 [pdf] submitted on 2013-07-08 12:34:00

Estudio de las Matrices de Barut, Muzinich y Williams para Espin 1

Authors: Maria de Guadalupe Caldera Cabral
Comments: 65 Pages. Thesis in Spanish

In this Thesis the formulae are presented for the relativistic products of the matrices gamma_{\mu\nu} of Barut,Muzinich and Williams for the spin 1. They are analogs of the Dirac matrices for the spin 1/2. They are found in the 2(2S+1) relativistic equations of Weinberg, Tucker and Hammer. Moreover, it was proven that the mapping exists between the Proca vector-tensor formalism and the 2(2S+1) formalism. The formulae of the relativistic products can be useful in the calculations of the scattering amplitudes, cross-sections and the energy spectra of the bound states for bosons.
Category: Mathematical Physics

[4] viXra:1307.0030 [pdf] submitted on 2013-07-06 05:17:19

From the Heim-Droescher Dimensions Formular to a Topological Structure Formular of Ancient-Word-Theory

Authors: Klaus Lange
Comments: Pages.

Using the Heim-Droescher dimensions formular it will be shown that the number pair {p;n} = {57; 420} exist. With Heim QFT alone no meaning for this number pair is given. But with the delta-extended Ancient-Word-Matrix it is shown that for all number pairs {1;2}, {2;2}, {4;6}, {6;12} and {57;420} topological classification numbers are given.
Category: Mathematical Physics

[3] viXra:1307.0025 [pdf] submitted on 2013-07-05 03:27:55

Structural Supersymmetry and Other Particle Properties Within the Framework of Ancient-Word-Theory

Authors: Klaus Lange
Comments: Pages.

This paper shows that the prime number Apeiron according to Hedwig Cornad-Martius and Burkhard Heim is only a special case of parallel number sets. Based on the Ancient-Word-Matrix from Michael König this leads to a structural supersymmetry and to other exotic particle properties. A calculation of the fine structure constant, the Weinberg angle and the mass of the stop-squark to 688+/-43 GeV/c^2 will be given.
Category: Mathematical Physics

[2] viXra:1307.0024 [pdf] submitted on 2013-07-04 20:19:45

Modified Saint-Venant’s Principe With Example

Authors: Jian-zhong Zhao
Comments: 4 Pages.

The Statement of Modified Saint-Venant’s Principle is suggested. The axisymmetrical deformation of the infinite circular cylinder loaded by an equilibrium system of forces on its near end is discussed and its formulation of Modified Saint-Venant’s Principle is established. It is evident that finding solutions of boundary-value problems is a precise and pertinent approach to establish Saint-Venant type decay of elastic problems.
Category: Mathematical Physics

[1] viXra:1307.0022 [pdf] submitted on 2013-07-04 09:33:19

Dimensions Strucure, Fine Structure Constant and The Ancient-Word-Matrix

Authors: Klaus Lange
Comments: Pages.

Based on the Ancient-Word-matrix, developed by Michael König, this paper shows how the entire 12 dimensional strucure according to Burkhard Heim theory is embedded into the G4 space matrix. The strucuture properties of complex relativity by Jean Emile Charon will be revealed using the Heim prime number space. A very good estimation of the fine structure constant will be made.
Category: Mathematical Physics