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S. Xu
and
Swingle, B.
,
“
Locality, Quantum Fluctuations, and Scrambling
”
,
Phys. Rev. X
, vol. 9, no. 031048, 2019.
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X. Xu
,
Purdy, T.
, and
Taylor, J. M.
,
“
Cooling a harmonic oscillator by optomechanical modification of its bath
”
,
Physical Review Letters
, vol. 118, p. 223602, 2017.
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Y. Xu
,
Wang, Y.
, and
Albert, V. V.
,
“
Multimode rotation-symmetric bosonic codes from homological rotor codes
”
,
Phys. Rev. A
, vol. 110, p. 022402, 2024.
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X. Xu
,
Kim, S.
,
Bahl, G.
, and
Taylor, J. M.
,
“
A quasi-mode theory of chiral phonons
”
, 2016.
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X. Xu
and
Taylor, J. M.
,
“
Optomechanically-induced chiral transport of phonons in one dimension
”
, 2017.
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H. Xu
and
Taylor, J. M.
,
“
Unified approach to topological quantum computation with anyons: From qubit encoding to Toffoli gate
”
,
Physical Review A
, vol. 84, no. 1, 2011.
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S. Xu
,
Susskind, L.
,
Su, Y.
, and
Swingle, B.
,
“
A Sparse Model of Quantum Holography
”
, 2020.
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S. Xu
,
Li, X.
,
Hsu, Y. - T.
,
Swingle, B.
, and
Sarma, S. Das
,
“
Butterfly effect in interacting Aubry-Andre model: thermalization, slow scrambling, and many-body localization
”
, 2019.
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S. Xu
and
Swingle, B.
,
“
Accessing scrambling using matrix product operators
”
,
Nature Physics
, vol. 16, no. 2, pp. 199-204, 2020.
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T. Xin
,
Lu, D.
,
Klassen, J.
,
Yu, N.
,
Ji, Z.
,
Chen, J.
,
Ma, X.
,
Long, G.
,
Zeng, B.
, and
Laflamme, R.
,
“
Quantum state tomography via reduced density matrices
”
,
Physical Review Letters
, vol. 118, p. 020401, 2017.
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W
X. Wu
,
Yao, P.
, and
Yuen, H.
,
“
Raz-McKenzie simulation with the inner product gadget
”
,
Electronic Colloquium on Computational Complexity (ECCC)
, 2017.
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D. H. Wu
and
Albert, V. V.
,
“
Approximating the two-mode two-photon Rabi model
”
,
Physics Letters A
, vol. 422, 2022.
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D. Wu
,
Zhao, Q.
,
Wang, C.
,
Huang, L.
,
Jiang, Y. - F.
,
Bai, B.
,
Zhou, Y.
,
Gu, X. - M.
,
Liu, F. - M.
,
Mao, Y. - Q.
,
Sun, Q. - C.
,
Chen, M. - C.
,
Zhang, J.
,
Peng, C. - Z.
,
Zhu, X. - B.
,
Zhang, Q.
,
Lu, C. - Y.
, and
Pan, J. - W.
,
“
Closing the Locality and Detection Loopholes in Multiparticle Entanglement Self-Testing
”
,
Physical Review Letters
, vol. 128, no. 25, p. 250401, 2022.
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X. Wu
and
Chen, J.
,
“
Multiparty quantum data hiding with enhanced security and remote deletion
”
, p. 5, 2018.
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D. Wu
,
Zhao, Q.
,
Gu, X. - M.
,
Zhong, H. - S.
,
Zhou, Y.
,
Peng, L. - C.
,
Qin, J.
,
Luo, Y. - H.
,
Chen, K.
,
Li, L.
,
Le Liu, N. -
,
Lu, C. - Y.
, and
Pan, J. - W.
,
“
Robust Self-Testing of Multiparticle Entanglement
”
,
Phys. Rev. Lett.
, vol. 127, p. 230503, 2021.
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J. P. Wrubel
,
Schwettmann, A.
,
Fahey, D. P.
,
Glassman, Z.
,
Pechkis, H. K.
,
Griffin, P. F.
,
Barnett, R.
,
Tiesinga, E.
, and
Lett, P. D.
,
“
A spinor Bose-Einstein condensate phase-sensitive amplifier for SU(1,1) interferometry
”
,
Phys. Rev
, vol. A 98, no. 023620, 2018.
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J. D. Wong-Campos
,
Johnson, K. G.
,
Neyenhuis, B.
,
Mizrahi, J.
, and
Monroe, C.
,
“
High resolution adaptive imaging of a single atom
”
,
Nature Photonics
, no. 10, pp. 606-610, 2016.
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P. M. Wocjan
,
Jordan, S. P.
,
Ahmadi, H.
, and
Brennan, J. P.
,
“
Efficient quantum processing of ideals in finite rings
”
, 2009.
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F. Witteveen
,
Scholz, V.
,
Swingle, B.
, and
Walter, M.
,
“
Quantum circuit approximations and entanglement renormalization for the Dirac field in 1+1 dimensions
”
, 2019.
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M. Winer
,
Barney, R.
,
Baldwin, C. L.
,
Galitski, V.
, and
Swingle, B.
,
“
Spectral Form Factor of a Quantum Spin Glass
”
, 2022.
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M. Winer
,
Jian, S. - K.
, and
Swingle, B.
,
“
An exponential ramp in the quadratic Sachdev-Ye-Kitaev model
”
, 2020.
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R. M. Wilson
,
Mahmud, K. W.
,
Hu, A.
,
Gorshkov, A. V.
,
Hafezi, M.
, and
Foss-Feig, M.
,
“
Collective phases of strongly interacting cavity photons
”
,
Physical Review A
, vol. 94, no. 3, p. 033801, 2016.
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J. Wildeboer
,
Langlett, C. M.
,
Yang, Z. - C.
,
Gorshkov, A. V.
,
Iadecola, T.
, and
Xu, S.
,
“
Quantum Many-Body Scars from Einstein-Podolsky-Rosen States in Bilayer Systems
”
, 2022.
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F. Wilde
,
Kshetrimayum, A.
,
Roth, I.
,
Hangleiter, D.
,
Sweke, R.
, and
Eisert, J.
,
“
Scalably learning quantum many-body Hamiltonians from dynamical data
”
, 2022.
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S. Whitsitt
,
Samajdar, R.
, and
Sachdev, S.
,
“
Quantum field theory for the chiral clock transition in one spatial dimension
”
,
Phys. Rev.
, vol. B , no. 98, p. 205118 , 2018.
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