@prefix this: . @prefix sub: . @prefix np: . @prefix rdf: . @prefix prov: . @prefix npx: . @prefix dc: . @prefix xsd: . sub:Head { this: a np:Nanopublication; np:hasAssertion sub:assertion; np:hasProvenance sub:provenance; np:hasPublicationInfo sub:pubinfo . } sub:assertion { a prov:SoftwareAgent; "delphisci dataset-resolvability assessor (Gemini 4 Argon)"; prov:actedOnBehalfOf ; . a ; dc:description "The existence of seven lattice symmetry classes (holohedries: triclinic, monoclinic, orthorhombic, tetragonal, rhombohedral/trigonal, hexagonal, and cubic) is a mathematical classification theorem about 3D point lattices under point-group symmetry. Because its truth follows purely from group theory and geometry rather than physical observation, it has low empirical operationalizability and is not empirically resolvable."; dc:subject ; "Proposed test with existing data: This is a pure group-theoretic classification theorem stating that the holohedral point groups (automorphism groups) of 3D discrete translation lattices partition into exactly seven conjugacy classes in GL(3, R) (the seven crystal systems / holohedries). It is resolved by algebraic enumeration rather than empirical measurement."; "Gemini 4 Argon on bravais1850-02: not-empirically-resolvable, resolvability 0.20"; prov:wasAttributedTo ; "dataset-resolvability/0.2.0"; "The partitioning of 3D lattices into seven holohedral symmetry classes is a mathematical theorem of group theory, not an empirical generalization"; "0.95"^^xsd:double; "0.195"^^xsd:double; "not-empirically-resolvable" . a ; dc:isPartOf ; dc:subject ; "Analysis feasibility of bravais1850-02 by Gemini 4 Argon: 0.3"; prov:wasAttributedTo ; "dataset-resolvability/0.2.0/analysis-feasibility"; "0.3"^^xsd:double . a ; dc:isPartOf ; dc:subject ; "Data adequacy of bravais1850-02 by Gemini 4 Argon: 0.2"; prov:wasAttributedTo ; "dataset-resolvability/0.2.0/data-adequacy"; "0.2"^^xsd:double . a ; dc:isPartOf ; dc:subject ; "Data existence of bravais1850-02 by Gemini 4 Argon: 0.2"; prov:wasAttributedTo ; "dataset-resolvability/0.2.0/data-existence"; "0.2"^^xsd:double . a ; dc:isPartOf ; dc:subject ; "Discriminating power of bravais1850-02 by Gemini 4 Argon: 0.15"; prov:wasAttributedTo ; "dataset-resolvability/0.2.0/discriminating-power"; "0.15"^^xsd:double . a ; dc:isPartOf ; dc:subject ; "Operationalizability of bravais1850-02 by Gemini 4 Argon: 0.15"; prov:wasAttributedTo ; "dataset-resolvability/0.2.0/operationalizability"; "0.15"^^xsd:double . , , , , , . a ; dc:identifier "gemini-4-argon-medium"; "Gemini 4 Argon" . } sub:provenance { sub:assertion prov:wasAttributedTo ; prov:wasDerivedFrom , ; prov:wasGeneratedBy sub:assessment . sub:assessment a prov:Activity; prov:qualifiedAssociation sub:assessmentPlan; prov:wasAssociatedWith . sub:assessmentPlan prov:hadPlan . } sub:pubinfo { "crystals-and-form" . this: dc:created "2026-11-07T03:18:24.087Z"^^xsd:dateTime; dc:creator ; dc:license ; npx:hasNanopubType ; npx:introduces ; "Gemini 4 Argon on bravais1850-02: not-empirically-resolvable, resolvability 0.20"; . sub:sig npx:hasAlgorithm "RSA"; npx:hasPublicKey "MIIBIjANBgkqhkiG9w0BAQEFAAOCAQ8AMIIBCgKCAQEAyFHtPB6p0mCjDozxlOY9CmO3nBm7Te3jFbXyLmM+G1tGe47Da0jYIbhkl9Oo1ZjxmCa3LCwlEqK8gj6hEIcL4ahW30JXh9HycfKVk1bugkzMEV15tJdTzAU3sGMFnbNsn43xY2LFLy45tApkRm5byEiM7oRRrooIdwoQKnP4Wzq/bfAoJ9qvW+MGkelyOTd1jbSt+KfmT7xKmDfWzAHddUlWwMX2QJOLxDaffOteTop6ZRgPiNmPJKA/S62Gac9XtSYT3oDkZ6/nr5cxxNLpOyxTf5FPISiCe11xYO/unYjY+mwnOfA8yhJIyx1l0O9I0vpOpn+E5TvyHJV+oSTrvwIDAQAB"; npx:hasSignature "xFPcMw4Ingn+gWDZ7bu3DqjkHZAXHsfqE+7m0rlXEqhC6f3mbujLyVwS099O/flcqhdxZLeKtmAL9HErLSY+BwHTz+iLUdq4FRi+Hi9ZNub5RghjYdI9nfnQqEAXGdcRmHDyYbQq2Hdoa91NsdhsJi5zyWAiRliwCGidDFL7gVNtimrkOKBTghSFMCx1a5OuNyw9Mg48TlUQ1JJ+PJEGbXW1RgSF3vVylx7E7FVDsYEpyHEpg9xI9KZ9aS9X3jADgbcbbc41WLS65iGTj3sja4uf5m0pbkt9qiTqLdKTiPe+lpK/RVPlsxStF9vYAI6R05KNhjM+5EY36phYYaCNFw=="; npx:hasSignatureTarget this:; npx:signedBy . }