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Quantum and classical Gödelian indeterminism, measurement, and informational collapse into the past
pp. 89-102
Abstrakt
This discussion explains quantum indeterminism on the basis of the logical concept of unsolvability. I prove that there is no one-valued computable function to help us predict the outcome of a measurement of spin projection S z′ from a result of a previous measurement, S z , and angle Θzz′ . En route to the corresponding theorem, I show that the EPR concept of physical reality is inconsistent with the quantum mechanics formalism.
Publication details
Published in:
Greenberger Daniel, Zeilinger Anton (1999) Epistemological and experimental perspectives on quantum physics. Dordrecht, Springer.
Seiten: 89-102
DOI: 10.1007/978-94-017-1454-9_6
Referenz:
Orlov Yuri F. (1999) „Quantum and classical Gödelian indeterminism, measurement, and informational collapse into the past“, In: D. Greenberger & A. Zeilinger (eds.), Epistemological and experimental perspectives on quantum physics, Dordrecht, Springer, 89–102.