Physicsnpj Quantum Information
Fundamental limits of quantum error mitigation
R. Takagi, S. Endo, et al.
This groundbreaking research by Ryuji Takagi, Suguru Endo, Shintaro Minagawa, and Mile Gu explores the limits of quantum error mitigation techniques, revealing how much these algorithms can alleviate computational errors. The study showcases the exponential scaling of error mitigation for local depolarizing noise within layered circuits and establishes a benchmark for future error mitigation strategies.
Related Publications
Explore these studies to deepen your understanding
Adjacent work that informs or extends this paper's methodology and findings.
Computer Science
Exponentially tighter bounds on limitations of quantum error mitigation
Y. Quek, D. S. França, et al.
Physics
Experimental demonstration of continuous quantum error correction
W. P. Livingston, M. S. Blok, et al.
Physics
Observation of large spontaneous emission rate enhancement of quantum dots in a broken-symmetry slow-light waveguide
H. Siampour, C. O'rourke, et al.
Medicine and Health
Estimating the effect of social inequalities on the mitigation of COVID-19 across communities in Santiago de Chile
N. Gozzi, M. Tizzoni, et al.

