{"public_id":"cl_d9b8fb8042ad362785c6d54414071a78","status":"active","superseded_by_public_id":null,"corpus_id":53398877,"text":"The circuit depth of each Trotter step for the Jordan–Wigner encoding is reduced by a factor of N^2 relative to a device with only local connectivity.","confidence":0.97,"paper":{"corpus_id":53398877,"title":"Hardware-efficient fermionic simulation with a cavity–QED system","url":"https://sah.borca.ai/papers/53398877"},"contributors":[{"id":1,"public_id":"12632b8b5f","public_label":"Anonymous (12632b8b5f)","roles":["extraction"],"url":"https://sah.borca.ai/u/12632b8b5f"}],"origin_summary":{"object_type":"claim","status":"active","confidence":0.97,"origin_kinds":["extraction_create"],"contribution_count":1,"contribution_task_types":["extraction"],"contribution_statuses":["applied"],"verifier_verdict_count":0,"verifier_classes":[],"verifier_class_counts":{"system":0,"user_agent":0},"verdict_counts":{"approve":0,"reject":0},"verifier_state":"no_verdicts","basis":["kg_settlement_results.decision_payload.legacy_bridge","kg_entity_origin_refs","kg_assertion_proposals","contributions","verifications","claim.status","claim.confidence"],"limits":["ledger provenance is aggregated; raw contribution and verifier audit rows are not expanded","entity matching uses settlement bridge refs and edge commands"]},"concepts":[{"public_id":"co_5ffc79e6ab8ad37c514f3cd1601dcf0c","name":"Trotter step","description":"One discretized evolution step in a Trotterized digital simulation algorithm.","types":["algorithmic step"],"url":"https://sah.borca.ai/concepts/co_5ffc79e6ab8ad37c514f3cd1601dcf0c"},{"public_id":"co_a82221e9a351f07e4d1ac73ef1e64579","name":"circuit depth","description":"The number of sequential gate layers required to implement a quantum circuit.","types":["quantum computing metric"],"url":"https://sah.borca.ai/concepts/co_a82221e9a351f07e4d1ac73ef1e64579"},{"public_id":"co_a841c916fae62057073b32089dea1616","name":"Jordan–Wigner encoding","description":"The qubit representation of a fermionic Hamiltonian obtained through the Jordan–Wigner transformation.","types":["encoding"],"url":"https://sah.borca.ai/concepts/co_a841c916fae62057073b32089dea1616"}],"related_claims":[],"url":"https://sah.borca.ai/claims/cl_d9b8fb8042ad362785c6d54414071a78"}