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SUMMARY:Scalar Field and Quintessence in Gauge Symmetry Group $SU(2)\\otim
es U(1)$
DTSTART;VALUE=DATE-TIME:20190918T173000Z
DTEND;VALUE=DATE-TIME:20190918T180000Z
DTSTAMP;VALUE=DATE-TIME:20210302T143238Z
UID:indico-contribution-3547811@indico.cern.ch
DESCRIPTION:Speakers: Ashot Gevorkyan (Institute for Informatics and Autom
ation Problems NAS of RA/Institute Chemical Physics NAS of RA)\nWe conside
r the formation of structured and massless particles with spin 1 (vector b
oson)\, by using the Yang-Mills like stochastic equations system for the g
roup symmetry $SU(2)\\otimes U(1)$ without taking into account the nonline
ar term characterizing self-action. We prove that\, in the first phase of
relaxation\, as a result of multi-scale random fluctuations of quantum fie
lds\, massless particles with spin 1\, further referred as \\emph{hions}\,
are generated in the form of statistically stable quantized structures\,
which are localized on 2D topological manifolds. We also study the wave st
ate and the geometrical structure of the \\emph{hion} when as a free parti
cle and\, accordingly\, while it interacts with a random environment becom
ing a quasi-particle with a finite lifetime. In the second phase of relaxa
tion\, the vector boson makes spontaneous transitions to other massless an
d mass states. The problem of entanglement of two \\emph{hions} with oppos
ite projections of the spins $+1$ and $-1$ and the formation of a scalar z
ero-spin boson are also thoroughly studied. We analyze the properties of t
he scalar field (dark energy-quintessence) and show that it corresponds to
the Bose-Einstein (BE) condensate. The scalar boson decay problems\, as w
ell as a number of features characterizing the stability of BE condensate\
, are also discussed. Then\, we report on the structure of empty space-tim
e in the context of new properties of the quantum vacuum\, implying on the
existence of a natural quantum computer with complicated logic\, which ma
nifests in the form of dark energy. The possibilities of space-time engine
ering are also discussed.\n\nhttps://indico.cern.ch/event/769736/contribut
ions/3547811/
LOCATION:Yerevan\, Armenia
URL:https://indico.cern.ch/event/769736/contributions/3547811/
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