Error mitigation is a family of classical post-processing techniques that improve the accuracy of results from noisy quantum hardware without the full overhead of quantum error correction. Unlike QEC (which actively corrects errors in real time using many physical qubits), error mitigation uses statistical methods to extrapolate or filter out noise effects. Key techniques include: Zero Noise Extrapolation (ZNE) — run circuits at multiple noise levels and extrapolate to zero noise; Probabilistic Error Cancellation (PEC) — sample from a quasi-probability distribution to cancel noise; Measurement Error Mitigation — calibrate and correct readout errors; Clifford Data Regression — use classically-simulable circuits to learn noise properties. Error mitigation is crucial for NISQ-era VQE and QAOA experiments. It adds overhead (more shots, more classical computation) but significantly improves result quality. IBM Qiskit Runtime and HLQuantum both include built-in error mitigation.
Related Terms
Quantum Error Correction
HardwareTechniques to detect and correct errors in quantum circuits without measuring (and collapsing) the qubits.
NISQ
HardwareNoisy Intermediate-Scale Quantum — devices with 50–1000 qubits without full error correction.
Fidelity
MetricsA measure (0 to 1) of how close an actual quantum operation or state is to the ideal target.
Decoherence
HardwareThe loss of quantum properties when a qubit interacts with its environment.