TITLE:
Quantum Entanglement on Cosmological Scale
AUTHORS:
A. Nicolaidis, V. Kiosses
KEYWORDS:
Quantum Entanglement; Wheeler’s Pregeometry; Cartan-Penrose Spinors; Mirror Branes; Neutrino Oscillations
JOURNAL NAME:
Journal of Modern Physics,
Vol.4 No.8A,
August
27,
2013
ABSTRACT:
It has been indicated that relational logic may serve as the common
foundation of quantum mechanics and string theory. A relation may be
represented by a spinor and the Cartan-Penrose connection of spinor to
geometry, allows to abstract geometry as the outcome of entangled
relations-spinors. Our approach goes in parallel with Wheeler’s
pregeometry, where pregeometry, the stage preceding geometry, is based on a
calculus of relations-propositions. With a single spinor related to the null
cone of Minkowski space-time, we search for the geometry when we couple a
left-handed spinor and a right-handed spinor. We find that a Majorana-type
coupling gives rise to the ordinary entanglement, while a Diractype coupling
generates an extra dimension with two branes coexisting in the extra dimension.
One brane hosts lefthanded particles (our brane), while the other brane hosts
right-handed particles. A distinct phenomenology accompanies our proposal. The
left-right symmetry is achieved with having two “mirror” branes
and the neutrino appears as the ideal mediator between the branes. We may
revisit also the dark matter, dark energy issues, with everything on the other
brane and in the bulk appearing “dark” to us. During the brane collision all points
are causally connected, making less pressing the inflationary scenario. Our
scheme brings closer logic—quantum theory—cosmology, while space-time, rather
than an abstract and an a priori construction, appears as the outcome of a
quantum logical act.