QED-C Application-Oriented Benchmarks
Application-levelOpen-source consortium suite that scores devices on ~16 algorithm workloads, from Bernstein-Vazirani to VQE and MaxCut, via normalized fidelity on width-by-depth volumetric plots.
The QED-C application-oriented benchmarks are an open-source suite from the Quantum Economic Development Consortium’s Technical Advisory Committee on Standards and Performance Metrics, first released in 2021 with Thomas Lubinski as lead author (Lubinski et al., published in IEEE Transactions on Quantum Engineering in 2023). Where random-circuit tests score a device in the abstract, this suite asks how well it runs recognizable quantum programs, and it has become a de facto reference point for application-level comparison, to the extent that IonQ’s Algorithmic Qubits metric is a pinned derivative of it.
How it works
The suite comprises roughly 16 algorithm benchmarks: Deutsch-Jozsa, Bernstein-Vazirani, hidden shift, QFT, phase and amplitude estimation, Grover search, HHL, Monte Carlo sampling, Hamiltonian simulation (including HamLib instances), VQE, Shor period finding, MaxCut, hydrogen lattice, and image recognition. Each is swept over problem sizes, and every run’s measured output distribution is compared with the classically computed ideal to produce a normalized result fidelity. Scores are positioned on width-by-depth volumetric plots, so application performance can be read against the circuit shapes a device sustains, and execution-time metrics are recorded alongside. The reference repository (Apache-2.0) implements the suite for Qiskit, Cirq, Amazon Braket, Q#, and CUDA-Q.
Strengths and limitations
Its strengths are vendor neutrality, breadth, and upkeep: the suite is consortium-governed, spans five programming frameworks, remains under active release (v2.0.4, May 2026), and keeps growing through follow-on studies on combinatorial optimization and a continuing series of further application areas (2402.08985, 2409.06919, 2504.09813, 2510.08469). The limitations are structural. Normalized fidelity requires the classically simulated ideal distribution, so verifiable scores stop where classical simulation does; the workloads are simplified, small-instance versions of their namesake applications; and the suite prescribes no single summary number, the gap Algorithmic Qubits fills at the cost of pinning parameters. Peer suites cover adjacent ground: SupermarQ scores feature-mapped applications, while QASMBench offers an unscored circuit collection.