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0712 Submissions

[3] viXra:0712.0004 [pdf] submitted on 28 Dec 2007

A Thermodynamical Approach to a Ten Dimensional Inflationary Universe

Authors: Suayyip Salim Ozkurt
Comments: recovered from

The inflationary phase of the evolution of the ten dimensional universe is considered. The form of the stress-energy tensor of the matter in the very early universe is determined by making use of some thermodynamical arguments. In this way, the Einstein field equations are written and some inflationary cosmological solution is found to these equations in which, while the actual dimensions are exponentially expanding, the others are contracting.
Category: Relativity and Cosmology

[2] viXra:0712.0003 [pdf] submitted on 18 Dec 2007

Dynamic Spherical Casimir Effect as a Contributing Mechanism for Pair Production

Authors: Alec Feinberg
Comments: recovered from

A simple calculation is made where the zero-point energy is obtained for a spherical Casimir cavity the size of the classical electron radius. The result is found to be roughly equivalent to the rest mass-energy of an electron-positron pair. A discussion is provided from this that suggests a possible contributing mechanism for pair production. It is suggested how the virtual spherical cavity could come about in the presence of a background E&M field and that such cavities could be viewed as a dynamic virtual potential energy field.
Category: High Energy Particle Physics

[1] viXra:0712.0001 [pdf] submitted on 5 Dec 2007

Bornís Reciprocal General Relativity Theory and Complex Nonabelian Gravity as Gauge Theory of the Quaplectic Group : A novel path to Quantum Gravity

Authors: Carlos Castro
Comments: recovered from

Bornís Reciprocal Relativity in flat spacetimes is based on the principle of a maximal speed limit (speed of light) and a maximal proper force (which is also compatible with a maximal and minimal length duality) and where coordinates and momenta are unified on a single footing. We extend Bornís theory to the case of curved spacetimes and construct a Reciprocal General Relativity theory (in curved spacetimes) as a local Gauge Theory of the Quaplectic Group and given by the semidirect product Q(1, 3) x U(1, 3) sH(1, 3), where the Nonabelian Weyl-Heisenberg group is H(1, 3). The gauge theory has the same structure as that of Complex Nonabelian Gravity. Actions are presented and it is argued why such actions based on Bornís Reciprocal Relativity principle, involving a maximal speed limit and a maximal proper force, is a very promising avenue to Quantize Gravity that does not rely in breaking the Lorentz symmetry at the Planck scale, in contrast to other approaches based on deformations of the Poincare algebra, Quantum Groups. It is discussed how one could embed the Quaplectic gauge theory into one based on the U(1, 4),U(2, 3) groups where the observed cosmological constant emerges in a natural way. We conclude with a brief discussion of Complex coordinates and Finsler spaces with symmetric and nonsymmetric metrics studied by Eisenhart as relevant closed-string target space backgrounds where Bornís principle may be operating.
Category: Relativity and Cosmology