Abstract:

We have studied the possibility of formation of massless structure particles with spin 1 vector boson. Based on a stochastic differential equation of the Weyl–Langevin type, it is proved that as a result of multiscale random fluctuations of massless quantum vector fields, in the first phase of relaxation forms quasiparticles (later these particles called hion) in the form of randomly oscillating two-dimensional strings. It is shown that, in the limit of statistical equilibrium, the string is quantized and localized on a two-dimensional topological manifold. The wave state and geometric structure of the hion are studied in the case when the quasiparticle is free and when it interacts with a random environment. In the second phase of relaxation, the symmetry of the quantum state of the hion breaks down, which leads to spontaneous transitions of quasiparticle to other massless and mass states. The problem of entanglement of two hions with opposite projections of the spins +1 and −1 and the formation of a scalar zero-spin boson are studied in detail. The properties of the scalar field (dark energy-quintessence) are analyzed and it is shown that in fact it is a Bose–Einstein (BE) condensate. The problems of the decay of a scalar boson, as well as a number of features characterizing the stability of BE condensate, are investigated. The structure of the “empty” space-time is analyzed in the context of the new properties of the quantum vacuum, which allows us to assume the existence of a natural quantum computer with complex logic in the form of a dark energy-quintessence. The possibilities of space-time engineering are discussed.

Identifier:

oai:noad.sci.am:135830

Language:

English

URL:

Affiliation:

Institute for Informatics and Automation Problems ; Institute of Chemical Physics

Country:

Georgia

Year:

2018

Time period:

September 3-7

Conference title:

IX International Conference of the Georgian Mathematical Union

Place:

Batumi – Tbilisi

Participation type:

oral