The Structure of State Space with Respect to Imbedding
نویسنده
چکیده
The entanglement of formation as well as the conditional entropy can be used to define leaves in the state space, given by the linear superposition of their extremal points. Examples, where these leaves can be found and can be used to calculate the entanglement respectively the conditional entropy are presented. The definition of entanglement is generalized to infinite systems and allows again to find a leafstructure. Finally we remark on the additivity property of both expressions, offering a counter example to the additivity of the conditional entropy.
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