qubithubquantum-fourier-transform
Quantum analog of the classical Discrete Fourier Transform. Transforms computational basis states into their frequency representation using O(n^2) gates — an exponential speedup over the classical FFT. The QFT is the core subroutine in Shor's factoring algorithm, quantum phase estimation, and many quantum simulation techniques.
- Framework
- Qiskit
- Qubits
- 4
- Depth
- 8
- Gate set
- H, CP, SWAP
- Licence
- Not specified
- Version
- v1
- Updated
- 3 days ago
- Last run
- 3 months ago
Circuit
circuit.py · Qiskit · depth 8Loading circuit diagram…
qubithub.toml · 355 B
Code
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Suggested citation
@software{qubithub_quantumfouriertransform_2026,
author = {QubitHub Circuits},
title = {Quantum Fourier Transform},
year = {2026},
version = {v1},
url = {https://qubithub.co/qubithub/quantum-fourier-transform},
}Generated from this circuit's metadata. QubitHub does not mint DOIs, so this is not a registered identifier — check it against your venue's requirements before publishing.