Yulong Dong: Noise Learning with Quantum Signal Processing for Analog Quantum Computation

Channel:
Subscribers:
2,450
Published on ● Video Link: https://www.youtube.com/watch?v=FLYH8Sa0l_o



Duration: 0:00
297 views
0


Analog quantum computation is generally better suited for managing larger system sizes and longer simulation times than digital quantum computation. However, the lack of well-developed error characterization and correction techniques for analog systems significantly impedes it's practical applications. This gap highlights the critical need for developing specialized noise learning and calibration methods tailored to analog quantum computing. In this talk, we will introduce a metrology protocol designed specifically for estimating errors in control signals in analog quantum computers, which are subjected to continuous underlying dynamics. Furthermore, we will explore benchmarking methods that enhance system-level analysis by interleaving the evolution of the analog system with a control-feedforward ancilla qubit. We will discuss the advantages of this benchmarking method over previous approaches and how it opens up interesting research questions, such as the development of optimality analysis for analog metrology protocols. These findings will help guide and advance the development of error mitigation strategies in analog quantum computers.




Other Videos By QuICS


2025-04-21Robert Ott: Error-corrected fermionic quantum processors with neutral atoms
2025-04-17Torsten Zache: Observation of string breaking on a (2+1)D Rydberg quantum simulator
2025-04-10Shiv Akshar Yadavalli: Lost, but not forgotten: Extracting quantum information in noisy systems
2025-04-07Andrew Lucas: Quantum codes as robust phases of matter
2025-03-28Steven Flammia: A Constructive Approach to Zauner’s Conjecture via the Stark Conjectures
2025-03-06Manideep Manindlapally: Conditional lower bounds for algorithms with pre-processed advice
2025-02-13Howard Barnum: Two principle-based formulations of quantum theory
2025-01-24Connor Hann: Hardware-efficient quantum error correction using concatenated bosonic qubits
2024-12-05Barak Nehoran
2024-10-28Yulong Dong: Noise Learning with Quantum Signal Processing for Analog Quantum Computation
2024-10-28William Kindel
2024-10-28Jiaqi Leng: Quantum Dynamics for Continuous Optimization
2024-10-28Christopher Monroe: Gate and Analog Quantum Processing with Trapped Ions (they’re the same thing)
2024-10-28Tom Manovitz: Quantum coarsening and collective dynamics on a programmable quantum simulator
2024-10-28Daniel Lidar: Scaling Advantage in Approximate Optimization with Quantum Annealing
2024-10-28Trond Andersen: Thermalization and Criticality on an Analog-Digital Quantum Simulator
2024-10-28David Hayes: Characterizing the Noise in Quantinuum’s Quantum Computers
2024-10-28Edward Farhi: An Update on the Quantum Approximate Optimization Algorithm
2024-10-28Edwin Barnes: Control-based variational quantum algorithms and dynamical noise suppression
2024-10-28Ravi Naik
2024-10-28Yuan Liu