{"cards":[{"arxiv":null,"assumptions":["One-parameter mirror-quintic family (Greene\u2013Plesser / CdOGP normalization)","Literature Picard\u2013Fuchs operator and special loci only \u2014 no numerical period engine here","Hodge class (h\u00b9\u00b9,h\u00b2\u00b9)=(1,101) is shared by many quintics; not a unique polytope"],"candidate_id":null,"dataset_id":"kreuzer-skarke","framework":"iib-flux","geometry_status":"representative-polytope","h11":1,"h21":101,"h31":null,"honesty":"Literature-backed period / PF structure for the quintic Hodge class. Not a flux vacuum census.","id":"cdogp-quintic-mirror-periods","reference":"Candelas, de la Ossa, Green, Parkes, Nucl. Phys. B359 (1991) 21\u201374","reference_url":"https://doi.org/10.1016/0550-3213(91)90292-6","spectrum_summary":"No soft spectrum claimed. The cited paper gives the mirror-family Picard\u2013Fuchs analysis and Yukawa structure for the quintic mirror pair; periods are literature structure, not computed on this site.","title":"Quintic / mirror-quintic periods (CdOGP)"}],"count":1,"dataset_id":"kreuzer-skarke","h11":1,"h21":101,"h31":null,"honesty":"Literature model cards only. Spectra quoted solely when present in the cited reference.","model_cards":[{"arxiv":null,"assumptions":["One-parameter mirror-quintic family (Greene\u2013Plesser / CdOGP normalization)","Literature Picard\u2013Fuchs operator and special loci only \u2014 no numerical period engine here","Hodge class (h\u00b9\u00b9,h\u00b2\u00b9)=(1,101) is shared by many quintics; not a unique polytope"],"candidate_id":null,"dataset_id":"kreuzer-skarke","framework":"iib-flux","geometry_status":"representative-polytope","h11":1,"h21":101,"h31":null,"honesty":"Literature-backed period / PF structure for the quintic Hodge class. Not a flux vacuum census.","id":"cdogp-quintic-mirror-periods","reference":"Candelas, de la Ossa, Green, Parkes, Nucl. Phys. B359 (1991) 21\u201374","reference_url":"https://doi.org/10.1016/0550-3213(91)90292-6","spectrum_summary":"No soft spectrum claimed. The cited paper gives the mirror-family Picard\u2013Fuchs analysis and Yukawa structure for the quintic mirror pair; periods are literature structure, not computed on this site.","title":"Quintic / mirror-quintic periods (CdOGP)"}],"status":"success"}