Titlebook: Reality and Measurement in Algebraic Quantum Theory; NWW 2015, Nagoya, Ja Masanao Ozawa,Jeremy Butterfield,Francesco Buscemi Conference pro

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Conspiracy

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ALIBI

RACE

空氣傳播

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Local Operations and Completely Positive Maps in Algebraic Quantum Field Theoryeparated finite space-time region. This operation is defined with a completely positive map. In the present paper, we justify using a completely positive map as a local operation in algebraic quantum field theory, and show that this local operation can be approximately written with Kraus operators under the funnel property.

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A General Framework of Quasi-probabilities and the Statistical Behaviour of Non-commuting Quantum Obns and conditional expectations defined analogously to the classical counterpart. Based on these, Aharonov’s weak value is given a statistical interpretation as one realisation of the quantum conditional expectations furnished in our formalism.

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A Generalisation of Stone Duality to Orthomodular Latticesnt . is contravariantly functorial, (b) . is a complete invariant of ., and (c) for complete orthomodular lattices there is a generalisation of Stone representation in the sense that?. is mapped into the clopen subobjects of the spectral presheaf?.. The clopen subobjects form a complete bi-Heyting a