Un cúbit superconductor se usa para preparar, entrelazar y medir estados mecánicos del movimiento.

# Tag Archives: quantum computing

## Quantum control of motion

A superconducting qubit is used to prepare, entangle, and measure mechanical states of motion

## Parity measurement in the strong dispersive regime of circuit quantum acoustodynamics

Authors: Uwe von Lüpke, Yu Yang, Marius Bild, Laurent Michaud, Matteo Fadel, and Yiwen Chu First Author’s Primary Affiliation: Department of Physics, ETH Zurich, Zurich, Switzerland Manuscript: Published in Nature Physics Introduction Superconducting qubits are a promising candidate for functional quantum computation as well as investigating fundamental physics of composite quantum systems where superconducting qubitsContinue reading “Parity measurement in the strong dispersive regime of circuit quantum acoustodynamics”

## Could Metastable States Be the Answer?

A proposal for a new quantum computing architecture using metastable states in atomic ions.

## Quantum Communication with itinerant surface acoustic wave phonons

Authors: E. Dumur, K.J. Satzinger, G.A. Peairs, M-H. Chou, A. Bienfait, H.-S. Chang, C.R. Conner, J. Grebel, R.G. Povey, Y.P. Zhong, A.N. Cleland First Author’s Primary Affiliation: Pritzker School of Molecular Engineering, University of Chicago, Chicago, IL 60637, USA Manuscript: Published in NPJ Quantum Information Introduction Superconducting qubits are among the state of the artContinue reading “Quantum Communication with itinerant surface acoustic wave phonons”

## Speeding up Control-Z gates on a fluxonium quantum computer

How to perform fast logic with slow qubits, and the future of NISQ processors.

## Will Quantum Computers without Error Correction be Useful for Optimization?

A new analytic technique has been developed to provide answers.

## Integrated photonics in an ion-trap chip: a massive step toward scalability

A path to scalability for trapped-ion quantum computing

## Solving nonlinear differential equations on a quantum computer

A new quantum algorithm for solving nonlinear ODEs with exponential speedup