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Quantum Shannon theory with superpositions of trajectories

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arxiv 1812.05292 v3 pith:BEG3MOIE submitted 2018-12-13 quant-ph cs.ITmath-phmath.ITmath.MP

classification quant-phcs.ITmath-phmath.ITmath.MP
keywords quantuminformationshannontheorycarriersclassicalsystemswhen
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Shannon's theory of information was built on the assumption that the information carriers were classical systems. Its quantum counterpart, quantum Shannon theory, explores the new possibilities arising when the information carriers are quantum systems. Traditionally, quantum Shannon theory has focussed on scenarios where the internal state of the information carriers is quantum, while their trajectory is classical. Here we propose a second level of quantisation where both the information and its propagation in spacetime is treated quantum mechanically. The framework is illustrated with a number of examples, showcasing some of the counterintuitive phenomena taking place when information travels simultaneously through multiple transmission lines.

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    A definition of multipartitions of quantum systems into possibly non-factor sub-C* algebras, with a representation theorem showing that some partitions, such as fermionic modes, are not fully representable on tensor-p...

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