Institute of Physics eBooks

The interferometric derivation of the quantum entanglement probability amplitude for n = N = 21, 22, 23, 24, ... 2r

F.J. Duarte

Published Oct 1, 2019• 0 citations

Publisher

DOI: 10.1088/2053-2563/ab2b33ch18

Related papers

The interferometric derivation of the quantum entanglement probability amplitudes for n = N = 3, 6

F. J. Duarte

Institute of Physics eBooksSep 1, 20220 citations

The interferometric derivation of the quantum entanglement probability amplitude for n = N = 21, 22, 23, 24… 2 r

F. J. Duarte

Institute of Physics eBooksSep 1, 20220 citations

The interferometric derivation of the quantum entanglement probability amplitudes for n = N = 3, 6

F. J. Duarte

Institute of Physics eBooksOct 1, 20190 citations

The interferometric derivation of the quantum entanglement probability amplitude for n = N = 2

F.J. Duarte

Institute of Physics eBooksOct 1, 20190 citations

The interferometric derivation of the quantum entanglement probability amplitude for n = N = 2

F. J. Duarte

Institute of Physics eBooksSep 1, 20220 citations

The probability amplitude for entangled polarizations: an interferometric approach

F.J. Duarte

The ubiquitous equation for the probability amplitude of entangled polarizations, for quanta propagating in opposite directions, is derived from a straightforward interferometric approach.

Journal of Modern OpticsOct 1, 201314 citations