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We present a quasipolynomial-time algorithm for solving the weak membership problem for the convex set of separable, i.e.
Geometric algorithms and combinatorial optimization
M. Grötschel, L. Lovász, and A. Schrijver · 1993
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Monogamy of entanglement and other correlations
M. Koashi and A. Winter · 2004
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Locking entanglement measures with a single qubit
K. Horodecki, M. Horodecki, P. Horodecki, and J. Oppenheim · 2005
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Quantum Arthur-Merlin games
C. Marriott and J. Watrous · 2005
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Finite size mean-field models
M. Fannes and C. Vandenplas · 2006
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Aspects of generic entanglement
P. Hayden, D. Leung, and A. Winter · 2006
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A quantum characterization of 𝖭𝖯 \mathsf{NP}
H. Blier and A. Tapp · 2007
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Distinguishability of quantum states under restricted families of measurements with an application to quantum data hiding
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Quantum computational complexity
J. Watrous · 2009
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Semidefinite programs for completely-bounded norms
J. Watrous · 2009
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Optimal quantum source coding with quantum information at the encoder and decoder
J. Yard and I. Devetak · 2009
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𝖭𝖯 \mathsf{NP} vs 𝖰𝖬𝖠 log ( 2 ) \mathsf{QMA}_{\log}(2)
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F. G. S. L. Brandão and M. B. Plenio · 2010
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Strong 𝖭𝖯 \mathsf{NP} -hardness of the quantum separability problem
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Faithful squashed entanglement
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