Authors: JuhaPekka Pellonpää
Publish Date: 2013/03/22
Volume: 18, Issue: 1, Pages: 61-79
Abstract
Convex sets of completely positive maps and positivesemidefinite kernels are considered in a very general context of modules over Calgebras and a complete characterization of their regular extremal points is obtained As a byproduct we determine extremal autocorrelation functions We present a generalization for the Choi isomorphism widely used in quantum information theory and generalize the concept of a completely positive quantum instrument
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