# A universal property for sequential measurement

@article{Westerbaan2016AUP,
title={A universal property for sequential measurement},
author={A. Westerbaan and B. Westerbaan},
journal={Journal of Mathematical Physics},
year={2016},
volume={57},
pages={092203}
}
• Published 2016
• Mathematics
• Journal of Mathematical Physics
• We study the sequential product the operation p∗q=pqp on the set of effects, [0, 1]𝒜, of a von Neumann algebra 𝒜 that represents sequential measurement of first p and then q. In their work [J. Math. Phys. 49(5), 052106 (2008)], Gudder and Latremoliere give a list of axioms based on physical grounds that completely determines the sequential product on a von Neumann algebra of type I, that is, a von Neumann algebra ℬ(ℋ) of all bounded operators on some Hilbert space ℋ. In this paper we give a… CONTINUE READING
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