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Title

Positive operator valued measures and the quantum Monty Hall problem

AuthorsZander, Claudia; Casas, Montserrat CSIC; Plastino, Ángel R.; Plastino, A.
KeywordsQuantum Measurements
Monty Hall Problem
Quantum Information Theory
Issue Date22-Jan-2006
PublisherAcademia Brasileira de Ciências
CitationAnnals of the Brazilian Academy of Sciences 78(3), 417-422 (2006)
Abstract[EN] A quantum version of the Monty Hall problem, based upon the Positive Operator Valued Measures (POVM) formalism, is proposed. It is shown that basic normalization and symmetry arguments lead univocally to the associated POVM elements, and that the classical probabilities associated with the Monty Hall scenario are recovered for a natural choice of the measurement operators.
[PT] Uma visão quântica do problema Monty Hall é proposta baseada no formalismo das Medidas Avaliadas do Operador Positivo (POVM). Demonstrase que os argumentos de normalização básica e simetria levam de maneira inequívoca para elementos associados a POVM e que as probabilidades clássicas associadas ao cenário Monty Hall são recuperadas para uma escolha natural de medidas operadoras.
URIhttp://hdl.handle.net/10261/7307
ISSN0001-3765
Appears in Collections:(IFISC) Artículos

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