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- W3149685737 abstract "For a given probability distribution 1;:::; m we deter- mine the structure of all such maps dened on a dense subset of density operators which leave the Holevo bound invariant i.e. which satisfy S( m X k=1 k ( k)) m X k=1 kS( ( k)) = S( m X k=1 k k) m X k=1 kS( k) for all possible collections 1;:::; m of density operators. The Holevo bound (or Holevo information) plays a distinguished role in quantum information theory. It provides an upper limit (which can be achieved in certain cases) of the accessible information in a quantum mea- surement, it gives an upper bound on how well we can infer the value of an unknown random variable based on the knowledge of another one. The denition" @default.
- W3149685737 created "2021-04-13" @default.
- W3149685737 creator A5038055496 @default.
- W3149685737 date "2012-01-01" @default.
- W3149685737 modified "2023-09-27" @default.
- W3149685737 title "TRANSFORMATIONS ON DENSITY OPERATORS THAT LEAVE THE HOLEVO BOUND INVARIANT" @default.
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