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Volume 17 No 3 (2019)
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Could be Entanglement Regarded as A Sign of A Universe Having Higher Dimensions?
Volkan Duran and Gülay Ekici
Abstract
A mathematically entangled system can be defined as a system that can not be divided into multipliers by multiplication
but can be separated by a scalar multiplication (Duran and Gençten, 2015). Quantum entanglement is a physical
phenomenon which occurs when pairs or groups of particles are generated in ways such that the quantum state of
each particle cannot be described independently of the state of the other(s). In this study, it is argued whether the
phenomenon of entanglement can be regarded as a sign of higher dimensions of the universe. It is concluded that,
the physical application of mirror-reversed operations can be predictors for higher dimensions; it can be used as a
boundary condition for the solution and prediction of higher dimensional quantum physics.
Keywords
Entanglement, Higher dimensions, Quantum operators, Scalar product, Boundary conditions
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