Universal probability distribution for the wave function of a quantum system entangled with its environment (Q261627)
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scientific article; zbMATH DE number 6560263
| Language | Label | Description | Also known as |
|---|---|---|---|
| English | Universal probability distribution for the wave function of a quantum system entangled with its environment |
scientific article; zbMATH DE number 6560263 |
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Universal probability distribution for the wave function of a quantum system entangled with its environment (English)
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24 March 2016
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The authors prove the universality of some probability distributions known as Scrooge measures or Gaussian adjusted projected (GAP) measures. The main conclusion is that the conditional wave function of a system entangled with its environment is (GAP)-distributed for pure states of the system and of the environment which correspond to thermal equilibrium.
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Gaussian adjusted projected measure
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Scrooge measure
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entangled system
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0.88201845
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0.86655116
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0.8633044
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0.8597141
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0.8558136
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