Qiskit Patterns (Map–Optimize–Execute–Post-process)
The standard 4-step workflow for running a quantum computation:
- Map — design the abstract circuit for the problem (gates, qubits, observable)
- Optimize (Transpile) — adapt the circuit to the target backend’s native gates & connectivity — see Transpilation
- Execute — run using a primitive (
Samplerfor bitstring counts,Estimatorfor expectation values of an observable) - Post-process — analyze/interpret the results (e.g. compare fidelity, plot distributions)
Related
- Transpilation
- SparsePauliOp
- Noisy Execution and Fidelity
- The Primitives Family — what “Execute” actually dispatches to
- QuantumCircuit Basics — what “Map” actually builds
- Why Quantum Needs HPC — the same four steps, reframed at HPC scale
Self-Check
- Could you name all four steps of Qiskit Patterns in order, and explain what each one does?
- Why does “Optimize” (transpile) have to happen between “Map” and “Execute,” not before or after?
- Which primitive would you use for “Execute” if you wanted expectation values instead of bitstring counts?