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2
R. C. Brown
,
Wyllie, R.
,
Koller, S. B.
,
Goldschmidt, E. A.
,
Foss-Feig, M.
, and
Porto, J. V.
,
“
2D Superexchange mediated magnetization dynamics in an optical lattice
”
,
Science
, vol. 348, no. 6234, pp. 540 - 544, 2015.
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3
G. Alagic
and
Lo, C.
,
“
3-manifold diagrams and NP vs P
”
,
Quantum Information & Computation
, vol. 17, no. (1{\&}2), pp. 125-141 , 2017.
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A
M. S. J. Horvath
,
Thomas, R.
,
Tiesinga, E.
,
Deb, A. B.
, and
Kjærgaard, N.
,
“
Above threshold scattering about a Feshbach resonance for ultracold atoms in an optical collider
”
,
Nature Communications
, vol. 8, no. 452, 2017.
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K. Seetharam
,
Titum, P.
,
Kolodrubetz, M.
, and
Refael, G.
,
“
Absence of Thermalization in Finite Isolated Interacting Floquet Systems
”
,
Physical Review B
, vol. 97, no. 1, p. 014311, 2018.
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D. Wang
,
Higgott, O.
, and
Brierley, S.
,
“
Accelerated Variational Quantum Eigensolver
”
,
Phys. Rev. Lett.
, vol. 122, no. 140504 , 2019.
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P. Alsing
,
Battle, P.
,
Bienfang, J. C.
,
Borders, T.
,
Brower-Thomas, T.
,
Carr, L. D.
,
Chong, F.
,
Dadras, S.
,
DeMarco, B.
,
Deutsch, I.
,
Figueroa, E.
,
Freedman, D.
,
Everitt, H.
,
Gauthier, D.
,
Johnston-Halperin, E.
,
Kim, J.
,
Kira, M.
,
Kumar, P.
,
Kwiat, P.
,
Lekki, J.
,
Loiacono, A.
,
Lončar, M.
,
Lowell, J. R.
,
Lukin, M.
,
Merzbacher, C.
,
Miller, A.
,
Monroe, C.
,
Pollanen, J.
,
Pappas, D.
,
Raymer, M.
,
Reano, R.
,
Rodenburg, B.
,
Savage, M.
,
Searles, T.
, and
Ye, J.
,
“
Accelerating Progress Towards Practical Quantum Advantage: The Quantum Technology Demonstration Project Roadmap
”
, 2023.
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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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C. - L. Hong
,
Tsai, T.
,
Chou, J. - P.
,
Chen, P. - J.
,
Tsai, P. - K.
,
Chen, Y. - C.
,
Kuo, E. - J.
,
Srolovitz, D.
,
Hu, A.
,
Cheng, Y. - C.
, and
Goan, H. - S.
,
“
Accurate and Efficient Quantum Computations of Molecular Properties Using Daubechies Wavelet Molecular Orbitals: A Benchmark Study against Experimental Data
”
,
PRX Quantum
, vol. 3, p. 020360, 2022.
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F. Setiawan
,
Gramolin, A. V.
,
Matekole, E. S.
,
Krovi, H.
, and
Taylor, J. M.
,
“
Accurate and Honest Approximation of Correlated Qubit Noise
”
, 2023.
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S. P. Jordan
,
Kobayashi, H.
,
Nagaj, D.
, and
Nishimura, H.
,
“
Achieving perfect completeness in classical-witness quantum Merlin-Arthur proof systems
”
,
Quantum Information and Computation
, vol. 12, no. 5-6, pp. 461-471, 2012.
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G. W. Alldredge
,
Hauck, C. D.
,
O'Leary, D. P.
, and
Tits, A. L.
,
“
Adaptive change of basis in entropy-based moment closures for linear kinetic equations
”
,
Journal of Computational Physics
, vol. 258, pp. 489 - 508, 2014.
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K. Goral
,
Koehler, T.
,
Gardiner, S. A.
,
Tiesinga, E.
, and
Julienne, P. S.
,
“
Adiabatic association of ultracold molecules via magnetic field tunable interactions
”
,
Journal of Physics B: Atomic, Molecular and Optical Physics
, vol. 37, no. 17, pp. 3457 - 3500, 2004.
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M. Jarret
,
Jordan, S. P.
, and
Lackey, B.
,
“
Adiabatic optimization versus diffusion Monte Carlo
”
,
Physical Review A
, vol. 94, p. 042318, 2016.
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M. Jarret
and
Jordan, S. P.
,
“
Adiabatic optimization without local minima
”
,
Quantum Information and Computation
, vol. 15, no. 3-4, pp. 181-199, 2015.
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A. S. Sorensen
,
Altman, E.
,
Gullans, M.
,
Porto, J. V.
,
Lukin, M. D.
, and
Demler, E.
,
“
Adiabatic preparation of many-body states in optical lattices
”
,
Physical Review A
, vol. 81, no. 6, 2010.
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M. J. O'Hara
and
O'Leary, D. P.
,
“
The adiabatic theorem in the presence of noise
”
,
Physical Review A
, vol. 77, no. 4, 2008.
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V. Dunjko
,
Taylor, J. M.
, and
Briegel, H. J.
,
“
Advances in Quantum Reinforcement Learning
”
,
IEEE SMC, Banff, AB
, pp. 282-287, 2017.
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A. Bapat
,
Childs, A. M.
,
Gorshkov, A. V.
, and
Schoute, E.
,
“
Advantages and limitations of quantum routing
”
,
PRX Quantum
, vol. 4, no. 010313, 2023.
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J. C. Bienfang
,
Clark, C. W.
,
Williams, C. J.
,
Hagley, E. W.
, and
Wen, J.
,
“
Advantages of high-speed technique for quantum key distribution; reply to quant-ph/0407050
”
, 2004.
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D. Maslov
,
“
On the advantages of using relative phase Toffolis with an application to multiple control Toffoli optimization
”
,
Physical Review A
, vol. 93, no. 2, p. 022311, 2016.
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X. Song
,
Salvati, F.
,
Gaikwad, C.
,
Halpern, N. Yunger
,
Arvidsson-Shukur, D. R. M.
, and
Murch, K.
,
“
Agnostic Phase Estimation
”
,
Phys. Rev. Lett.
, vol. 132, p. 260801, 2024.
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Y. Peng
,
Ying, M.
, and
Wu, X.
,
“
Algebraic Reasoning of Quantum Programs via Non-Idempotent Kleene Algebra
”
, 2021.
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D. Kafri
and
Taylor, J. M.
,
“
Algorithmic Cooling of a Quantum Simulator
”
, 2012.
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A. V. Gorshkov
,
Rey, A. Maria
,
Daley, A. J.
,
Boyd, M. M.
,
Ye, J.
,
Zoller, P.
, and
Lukin, M. D.
,
“
Alkaline-Earth-Metal Atoms as Few-Qubit Quantum Registers
”
,
Physical Review Letters
, vol. 102, no. 11, 2009.
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W. Chen
,
Beck, K. M.
,
Bücker, R.
,
Gullans, M.
,
Lukin, M. D.
,
Tanji-Suzuki, H.
, and
Vuletic, V.
,
“
All-Optical Switch and Transistor Gated by One Stored Photon
”
,
Science
, vol. 341, no. 6147, pp. 768 - 770, 2013.
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