追蹤
Angus Kan
Angus Kan
PsiQuantum
在 uwaterloo.ca 的電子郵件地址已通過驗證
標題
引用次數
引用次數
年份
A resource efficient approach for quantum and classical simulations of gauge theories in particle physics
JF Haase, L Dellantonio, A Celi, D Paulson, A Kan, K Jansen, CA Muschik
Quantum 5, 393, 2021
1662021
Simulating 2D Effects in Lattice Gauge Theories on a Quantum Computer
D Paulson, L Dellantonio, JF Haase, A Celi, A Kan, A Jena, C Kokail, ...
PRX Quantum 2 (3), 030334, 2021
1372021
Lattice quantum chromodynamics and electrodynamics on a universal quantum computer
A Kan, Y Nam
arXiv preprint arXiv:2107.12769, 2021
742021
Investigating a topological -term in the Hamiltonian formulation of lattice gauge theories for quantum and classical simulations
A Kan, L Funcke, S Kühn, L Dellantonio, J Zhang, JF Haase, CA Muschik, ...
Physical Review D 104 (3), 034504, 2021
372021
High-Photon-Loss Threshold Quantum Computing Using GHZ-State Measurements
B Pankovich, A Kan, KH Wan, M Ostmann, A Neville, S Omkar, A Sohbi, ...
Physical Review Letters 133 (5), 050604, 2024
152024
Flexible entangled-state generation in linear optics
B Pankovich, A Neville, A Kan, S Omkar, KH Wan, K Brádler
Physical Review A 110 (3), 032402, 2024
62024
3+1D 𝜽-Term on the Lattice from the Hamiltonian Perspective
A Kan, L Funcke, S Kühn, L Dellantonio, J Zhang, JF Haase, CA Muschik, ...
The 38th International Symposium on Lattice Field Theory (LATTICE2021), 2021
6*2021
Simulating lattice quantum electrodynamics on a quantum computer
A Kan, Y Nam
Quantum Science and Technology 8 (1), 015008, 2022
42022
Option pricing under stochastic volatility on a quantum computer
G Wang, A Kan
Quantum 8, 1504, 2024
22024
Resource-optimized fault-tolerant simulation of the Fermi-Hubbard model and high-temperature superconductor models
A Kan, B Symons
arXiv preprint arXiv:2411.02160, 2024
12024
LINEAR-OPTICAL ENCODED GHZ MEASUREMENTS AND FAULT-TOLERANT QUANTUM COMPUTATION AND COMMUNICATION
A Kan, B Pankovich
US Patent App. 18/487,585, 2024
2024
Quantum Computational Particle Physics: Algorithms, Resource Estimation, and Model-Building
A Kan
University of Waterloo, 2022
2022
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