{
  "id": "oai:papers.qnfo.org:strange-loop-of-being",
  "slug": "strange-loop-of-being",
  "title": "Strange Loop Formal Derivation",
  "authors": [
    "Rowan Brad Quni-Gudzinas"
  ],
  "abstract": "This paper presents a rigorous mathematical derivation of the Standard Model of particle physics as the unique, stable solution to a universal fixed-point equation. Starting from the Principle of Informational Stability—the axiom that the universe must preserve information to sustain stable structures against entropic decay—we derive the necessity of a self-referential “strange loop” architecture characterized by the topological invariants and on a modular curve . Through integration of multiple mathematical frameworks—including information theory, algebraic topology, homotopy type theory, K-theory, and fixed-point theory—we demonstrate that the equation has the Standard Model, with its complete gauge structure , full particle content (including three fermion generations and Higgs sector), and all 19+ free parameters, as its unique, stable solution. The derivation establishes that physical quantization is not an ad-hoc rule but the necessary consequence of a universe that must preserve its own informational existence. All Standard Model parameters are precisely determined by the topology and geometry of the modular curve, with error bounds matching experimental measurements. [...]",
  "abstract_markdown": "This paper presents a rigorous mathematical derivation of the Standard Model of particle physics as the unique, stable solution to a universal fixed-point equation. Starting from the Principle of Informational Stability—the axiom that the universe must preserve information to sustain stable structures against entropic decay—we derive the necessity of a self-referential “strange loop” architecture characterized by the topological invariants and on a modular curve . Through integration of multiple mathematical frameworks—including information theory, algebraic topology, homotopy type theory, K-theory, and fixed-point theory—we demonstrate that the equation has the Standard Model, with its complete gauge structure , full particle content (including three fermion generations and Higgs sector), and all 19+ free parameters, as its unique, stable solution. The derivation establishes that physical quantization is not an ad-hoc rule but the necessary consequence of a universe that must preserve its own informational existence. All Standard Model parameters are precisely determined by the topology and geometry of the modular curve, with error bounds matching experimental measurements. [...]",
  "date": "2025-01-01",
  "first_published": "2025-01-01",
  "last_revised": "2026-10-20T05:01:13Z",
  "modified": "2026-10-20T05:01:13Z",
  "version": "1.2.0",
  "version_count": 2,
  "language": "en",
  "keywords": [],
  "quality_tags": [
    "High-quality scholarly research",
    "open-access scholarly work",
    "versioned research publication"
  ],
  "quality_label": "High-quality scholarly research",
  "quality_basis": "QNFO publisher classification for open-access, versioned research with a public revision history and reader correction channel; this is not a claim of independent peer review.",
  "quality_evidence_url": "https://qnfo.org/about",
  "peer_review_status": "Not independently peer-reviewed",
  "resource_type": "ScholarlyArticle",
  "doi": null,
  "doi_url": null,
  "url": "https://papers.qnfo.org/papers/strange-loop-of-being",
  "license_url": "https://legal.qnfo.org/",
  "license_spdx": null,
  "sha256": "bdb4216f214a2df21029aeef5fefd1ba59608b2baa1af8e732d4e51ea8b3c2ae",
  "version_url": "https://papers.qnfo.org/papers/strange-loop-of-being/v/1.2.0",
  "datacite": {
    "schemaVersion": "http://datacite.org/schema/kernel-4",
    "identifiers": [
      {
        "identifier": "https://papers.qnfo.org/papers/strange-loop-of-being",
        "identifierType": "URL"
      }
    ],
    "creators": [
      {
        "name": "Rowan Brad Quni-Gudzinas",
        "nameType": "Personal",
        "nameIdentifiers": [
          {
            "nameIdentifier": "https://orcid.org/0009-0002-4317-5604",
            "nameIdentifierScheme": "ORCID",
            "schemeUri": "https://orcid.org"
          }
        ]
      }
    ],
    "titles": [
      {
        "title": "Strange Loop Formal Derivation"
      }
    ],
    "publisher": "QNFO",
    "publicationYear": "2025",
    "resourceType": {
      "resourceTypeGeneral": "Text",
      "resourceType": "ScholarlyArticle"
    },
    "subjects": [
      {
        "subject": "High-quality scholarly research",
        "subjectScheme": "QNFO publisher classification",
        "schemeUri": "https://qnfo.org/about"
      },
      {
        "subject": "open-access scholarly work",
        "subjectScheme": "QNFO publisher classification",
        "schemeUri": "https://qnfo.org/about"
      },
      {
        "subject": "versioned research publication",
        "subjectScheme": "QNFO publisher classification",
        "schemeUri": "https://qnfo.org/about"
      }
    ],
    "dates": [
      {
        "date": "2025-01-01",
        "dateType": "Issued"
      },
      {
        "date": "2026-10-20",
        "dateType": "Updated"
      }
    ],
    "language": "en",
    "version": "1.2.0",
    "rightsList": [
      {
        "rightsUri": "https://legal.qnfo.org/"
      }
    ],
    "descriptions": [
      {
        "description": "This paper presents a rigorous mathematical derivation of the Standard Model of particle physics as the unique, stable solution to a universal fixed-point equation. Starting from the Principle of Informational Stability—the axiom that the universe must preserve information to sustain stable structures against entropic decay—we derive the necessity of a self-referential “strange loop” architecture characterized by the topological invariants and on a modular curve . Through integration of multiple mathematical frameworks—including information theory, algebraic topology, homotopy type theory, K-theory, and fixed-point theory—we demonstrate that the equation has the Standard Model, with its complete gauge structure , full particle content (including three fermion generations and Higgs sector), and all 19+ free parameters, as its unique, stable solution. The derivation establishes that physical quantization is not an ad-hoc rule but the necessary consequence of a universe that must preserve its own informational existence. All Standard Model parameters are precisely determined by the topology and geometry of the modular curve, with error bounds matching experimental measurements. [...]",
        "descriptionType": "Abstract"
      },
      {
        "description": "Publisher quality classification: High-quality scholarly research. QNFO publisher classification for open-access, versioned research with a public revision history and reader correction channel; this is not a claim of independent peer review.",
        "descriptionType": "Other"
      },
      {
        "description": "Peer review status: Not independently peer-reviewed",
        "descriptionType": "Other"
      }
    ],
    "formats": [
      "text/html"
    ]
  }
}