Quantum observer, information theory and kolmogorov complexity
pp. 59-72
Abstrakt
The theory itself does not tell us which properties are sufficient for a system to count as a quantum mechanical observer. Thus, it remains an open problem to find a suitable language for characterizing observation. We propose an information-theoretic definition of observer, leading to a mathematical criterion of objectivity using the formalism of Kolmogorov complexity. We also suggest an experimental test of the hypothesis that any system, even much smaller than a human being, can be a quantum mechanical observer.
Publication details
Published in:
Andersen Hanne, Dieks Dennis, Uebel Thomas, González Wenceslao J., Wheeler Gregory (2013) New challenges to philosophy of science. Dordrecht, Springer.
Seiten: 59-72
DOI: 10.1007/978-94-007-5845-2_6
Referenz:
Grinbaum Alexei (2013) „Quantum observer, information theory and kolmogorov complexity“, In: H. Andersen, D. Dieks, T. Uebel, W. J. González & G. Wheeler (eds.), New challenges to philosophy of science, Dordrecht, Springer, 59–72.