Y. S. Nam

Scaling laws for Shor's algorithm with a banded quantum Fourier transform

We investigate the performance of a streamlined version of Shors algorithm in which the quantum Fourier transform is replaced by a banded version that for each qubit retains only coupling to its

Lifetimes of metastable ion clouds in a Paul trap: Power-law scaling

b

Optical simulator of the quantum Fourier transform

nearest neighbors. Defining the performance

Robustness of the quantum Fourier transform with respect to static gate defects

P(n,b)

Analytical formulas for the performance scaling of quantum processors with a large number of defective gates

of the

Analytical mean-field scaling theory of radio-frequency heating in a Paul trap

n

Universal heating curve of damped Coulomb plasmas in a Paul trap

-qubit algorithm for bandwidth

Robustness and performance scaling of a quantum computer with respect to a class of static defects

b

Performance scaling of Shor's algorithm with a banded quantum Fourier transform

as the ratio of the success rates of Shors algorithm equipped with the banded and the full bandwidth (

Streamlining Shor's algorithm for potential hardware savings

b=n-1