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Honghao Fu
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C
H. Fu
,
“
Constant-sized correlations are sufficient to robustly self-test maximally entangled states with unbounded dimension
”
,
Quantum
, vol. 6, p. 614, 2022.
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D
L. K. Shalm
,
Zhang, Y.
,
Bienfang, J. C.
,
Schlager, C.
,
Stevens, M. J.
,
Mazurek, M. D.
,
Abellán, C.
,
Amaya, W.
,
Mitchell, M. W.
,
Alhejji, M. A.
,
Fu, H.
,
Ornstein, J.
,
Mirin, R. P.
,
Nam, S. Woo
, and
Knill, E.
,
“
Device-independent Randomness Expansion with Entangled Photons
”
,
Nat. Phys.
, 2021.
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E
Y. Zhang
,
Fu, H.
, and
Knill, E.
,
“
Efficient randomness certification by quantum probability estimation
”
,
Phys. Rev. Research
, vol. 2, no. 013016, 2020.
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Y. Zhang
,
Shalm, L. K.
,
Bienfang, J. C.
,
Stevens, M. J.
,
Mazurek, M. D.
,
Nam, S. Woo
,
Abellán, C.
,
Amaya, W.
,
Mitchell, M. W.
,
Fu, H.
,
Miller, C.
,
Mink, A.
, and
Knill, E.
,
“
Experimental Low-Latency Device-Independent Quantum Randomness
”
,
Phys. Rev. Lett.
, vol. 124, no. 010505, 2020.
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L
H. Fu
and
Miller, C.
,
“
Local randomness: Examples and application
”
,
Phys. Rev. A
, no. 97, p. 032324, 2018.
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M
H. Fu
,
Miller, C.
, and
Slofstra, W.
,
“
The membership problem for constant-sized quantum correlations is undecidable
”
, 2021.
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P
H. Fu
,
Wang, D.
, and
Zhao, Q.
,
“
Parallel self-testing of EPR pairs under computational assumptions
”
, 2023.
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H. Fu
,
Wang, D.
, and
Zhao, Q.
,
“
Parallel self-testing of EPR pairs under computational assumptions
”
, 2023.
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S
A. M. Childs
,
Fu, H.
,
Leung, D.
,
Li, Z.
,
Ozols, M.
, and
Vyas, V.
,
“
Streaming quantum state purification
”
, 2023.
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W
H. Fu
,
Leung, D.
, and
Mancinska, L.
,
“
When the asymptotic limit offers no advantage in the local-operations-and-classical-communication paradigm
”
,
Phys. Rev. A
, vol. 89, no. 052310, 2014.
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