You signed in with another tab or window. Reload to refresh your session.You signed out in another tab or window. Reload to refresh your session.You switched accounts on another tab or window. Reload to refresh your session.Dismiss alert
The "length" of a quantum circuit is the primary factor when determining the magnitude of the errors in the resulting output distribution; quantum circuits with greater depth have decreased fidelity. Therefore, implementing algorithms based on shallow depth circuits is of the great importance in near-term quantum computing. Iterative Phase Estimation (IPE) algorithm is one such algorithm for estimating quantum phase called the Iterative Phase Estimation (IPE) algorithm which requires a system comprised of only a single ancillary qubit and evaluate the phase through a repeatative process.
The Quantum Phase Estimation (QPE) circuit is limited by the number of qubits necessary for the algorithm’s precision. Every additional qubit has added costs in terms of noise and hardware requirements; noisy results that we obtained from executing the QPE circuit on a real quantum device would get worse as the number of the qubits on the circuit increases. The IPE algorithm implements quantum phase estimation with only a single ancillary qubit, and the accuracy of the algorithm is restricted by the number of iterations rather than the number of counting qubits. Therefore, IPE circuits are of practical interest and are of foremost importance for near-term quantum computing as QPE is an essential element in many quantum algorithms.
The goal of this project is for participants to understand the IPE algorithm by making its Qiskit tutorial.
Mentor/s
Hwajung Kang (@HwajungKang), Quantum Computing Education Developer
Type of participant
Number of participants
1 or 2
Deliverable
Jupyter notebook for a Qiskit tutorial
The text was updated successfully, but these errors were encountered:
Description
The "length" of a quantum circuit is the primary factor when determining the magnitude of the errors in the resulting output distribution; quantum circuits with greater depth have decreased fidelity. Therefore, implementing algorithms based on shallow depth circuits is of the great importance in near-term quantum computing. Iterative Phase Estimation (IPE) algorithm is one such algorithm for estimating quantum phase called the Iterative Phase Estimation (IPE) algorithm which requires a system comprised of only a single ancillary qubit and evaluate the phase through a repeatative process.
The Quantum Phase Estimation (QPE) circuit is limited by the number of qubits necessary for the algorithm’s precision. Every additional qubit has added costs in terms of noise and hardware requirements; noisy results that we obtained from executing the QPE circuit on a real quantum device would get worse as the number of the qubits on the circuit increases. The IPE algorithm implements quantum phase estimation with only a single ancillary qubit, and the accuracy of the algorithm is restricted by the number of iterations rather than the number of counting qubits. Therefore, IPE circuits are of practical interest and are of foremost importance for near-term quantum computing as QPE is an essential element in many quantum algorithms.
The goal of this project is for participants to understand the IPE algorithm by making its Qiskit tutorial.
Mentor/s
Hwajung Kang (@HwajungKang), Quantum Computing Education Developer
Type of participant
Number of participants
1 or 2
Deliverable
Jupyter notebook for a Qiskit tutorial
The text was updated successfully, but these errors were encountered: