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20032005
most citedAn application of a matrix inequality in quantum information theory

11 citations · 13 across the 5 of their papers we have counts for

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5 papers

quant-ph20051 cited

Reliably distinguishing states in qutrit channels using one-way LOCC

Christopher King, Daniel Matysiak

We present numerical evidence showing that any three-dimensional subspace of C^3 \otimes C^n has an orthonormal basis which can be reliably distinguished using one-way LOCC, where…

quant-ph200411 cited

An application of a matrix inequality in quantum information theory

C. King

Quantum information theory has generated several interesting conjectures involving products of completely positive maps on matrix algebras, also known as quantum channels. In parti…

math.OC20041 cited

On the existence of a common quadratic Lyapunov function for a rank one difference

Christopher King, Michael Nathanson

Suppose that A and B are real stable matrices, and that their difference A-B is rank one. Then A and B have a common quadratic Lyapunov function if and only if the product AB has n…

math.CA2003

New trace norm inequalities for 2 x 2 blocks of diagonal matrices

Christopher King, Michael Nathanson

Several new trace norm inequalities are established for 2n x 2n block matrices, in the special case where the four n x n blocks are diagonal. Some of the inequalities are non-commu…

quant-ph2003

Multiplicativity of Accessible Fidelity and Quantumness for Sets of Quantum States

K. M. R. Audenaert, C. A. Fuchs, C. King +1

Two measures of sensitivity to eavesdropping for alphabets of quantum states were recently introduced by Fuchs and Sasaki in quant-ph/0302092. These are the accessible fidelity and…