Table of Contents
Entropy, Volume 20, Issue 6 (June 2018) – 89 articles
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Cover Story (view full-size image) As far back as 1957, Andrew M. Gleason suggested that, in perfect measurements, quantum [...] Read more. As far back as 1957, Andrew M. Gleason suggested that, in perfect measurements, quantum probabilities can be formalized by taking an arbitrary orthonormal basis and forming the absolute squares of the length of the projections of the state vector onto the vectors of that basis. In that way, positivity and, in particular, additivity are guaranteed for mutually exclusive co-measurable events corresponding to that basis. View this paper