{"schema":"pith.reference-change-event.v1","doi":"10.1063/1.531371","canonical_url":"https://pith.science/event/10.1063/1.531371","json_url":"https://pith.science/event/10.1063/1.531371.json","not_a_judgment":"This page records that a citing paper's bibliography includes a work with a published notice. It is not a judgment on the citing paper.","primary":{"event_id":305282,"doi":"10.1063/1.531371","event_type":"correction","event_type_label":"Correction","source":"crossref","source_label":"Crossref","event_date":"2002-07-26","title":"Erratum: “Covariant algebraic method for calculation of the low-energy heat kernel” [J. Math. Phys.\n                    <b>36</b>\n                    , 5055–5070 (1995)]","work_title":"Maximal localization in the presence of minimal uncertainties in positions and in momenta,","work_doi":"10.1063/1.531371","work_arxiv_id":null,"notice_doi":"10.1063/1.532673","flag_count":0,"flags_open":0,"flags_disputed":0,"latest_flag_at":null,"human_href":"/event/10.1063/1.531371","json_href":"/event/10.1063/1.531371.json"},"events":[{"event_id":305282,"doi":"10.1063/1.531371","event_type":"correction","event_type_label":"Correction","source":"crossref","source_label":"Crossref","event_date":"2002-07-26","title":"Erratum: “Covariant algebraic method for calculation of the low-energy heat kernel” [J. Math. Phys.\n                    <b>36</b>\n                    , 5055–5070 (1995)]","work_title":"Maximal localization in the presence of minimal uncertainties in positions and in momenta,","work_doi":"10.1063/1.531371","work_arxiv_id":null,"notice_doi":"10.1063/1.532673","flag_count":0,"flags_open":0,"flags_disputed":0,"latest_flag_at":null,"human_href":"/event/10.1063/1.531371","json_href":"/event/10.1063/1.531371.json"}],"flags":[{"id":4208,"status":"open","status_label":"Open","citing_arxiv_id":"2604.27018","citing_title":"Ground-state energy of a particle in a space with minimal length and minimal momentum","ref_index":21,"evidence_raw":"H. Hinrichsen and A. Kempf, “Maximal localization in the presence of minimal uncertainties in positions and in momenta,” J. Math. Phys.37 (1996), 2121–2137 doi:10.1063/1.531371","evidence_cleaned":null,"evidence_source_label":"bibliography line","event_type":"correction","event_type_label":"Correction","source_label":"Crossref","event_date":"2002-07-26","work_title":"Maximal localization in the presence of minimal uncertainties in positions and in momenta,","work_doi":"10.1063/1.531371","event_doi":"10.1063/1.531371","flag_href":"/flags/4208","event_href":"/event/10.1063/1.531371","paper_href":"/paper/2604.27018","created_at":"2026-07-11T03:19:06.603946Z","dispute_note":null,"disputed_at":null,"disputed_by":null}],"flag_count":1,"flags_open":1,"flags_disputed":0,"desk_url":"https://pith.science/flags"}