Titlebook: Reasoning in Quantum Theory; Sharp and Unsharp Qu M. Chiara,R. Giuntini,R. Greechie Book 2004 Springer Science+Business Media B.V. 2004 Alg

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Reasoning in Quantum Theory978-94-017-0526-4Series ISSN 1572-6126 Series E-ISSN 2212-7313

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Trends in Logichttp://image.papertrans.cn/r/image/822497.jpg

猜忌

collagenase

The mathematical scenario of quantum theory and von Neumann’s axiomatizationIn his celebrated book . (von Neumann, 1932),. John von Neumann proposed an axiomatic version of sharp QT. This theory is often referred to as ..

悲觀

Gastric

賞錢

The emergence of fuzzy events in Hilbert space quantum theoryThe event-structures we have studied so far (both in the abstract and in the Hilbert space situation) are typically .: any event always satisfies the noncontradiction principle.

令人作嘔

Effect algebras and quantum MV algebrasIn Chapter 4 we have seen how the system of all effects in a Hilbert space gives rise to a “genuine” Brouwer Zadeh poset (which is neither an orthoposet nor a lattice). We will now study other interesting ways of structuring the set of all concrete effects. In particular, we will see how . and . naturally emerge from effect-systems.

IRS

Abstract axiomatic foundations of unsharp quantum theoryIn the previous chapters we have studied the emergence of fuzzy events in the framework of Hilbert space QT. We now abstract from the Hilbert space formalism, paralleling the case of sharp QT, in order to obtain an abstract axiomatic foundation of unsharp QT.