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Quantum marginal problems | SpringerLink

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Abstract The quantum marginal problem asks the question if elements of a given set of quantum states can be reduced states of some joint quantum state. In this paper we present various versions of the quantum marginal problem along with their solutions in the order in which they were published. The review begins with simple finite-dimensional composite systems and ends with results of the Gaussian quantum marginal problem that apply to systems of harmonic oscillators (e.g. modes of the quantum electromagnetic field). Graphical abstract

Quantum marginal problems Topical Review Published: 11 September 2015 Volume 69 , article number 209 ( 2015 ) Cite this article Save article View saved research The European Physical Journal D Aims and scope Submit manuscript Abstract The quantum marginal problem asks the question if elements of a given set of quantum states can be reduced states of some joint quantum state. In this paper we present various versions of the quantum marginal problem along with their solutions in the order in which they were published. The review begins with simple finite-dimensional composite systems and ends wi

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