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 "identifier": "kaal:entity:model-updating",
 "name": "Model updating",
 "termCode": "model-updating",
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 "author": {
  "@type": "Person",
  "name": "Wulf A. Kaal",
  "identifier": "https://orcid.org/0000-0003-0757-275X"
 },
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  {
   "@type": "Claim",
   "@id": "https://wulfkaal.github.io/claims/6607458-005",
   "identifier": "kaal:claim:6607458-005",
   "text": "Every generation, evaluation, and verification cycle updates the computative agent's internal model, which modifies the generation function available in later cycles; this endogeneity of decision capacity to history has no analog in the Neoclassical agent.",
   "abstract": "Every generation-evaluation-verification cycle updates the agent's internal model, which in turn modifies the generation function available in subsequent cycles. This endogeneity has no analog in the Neoclassical agent, whose preferences and choice rules are fixed.",
   "citation": "Wulf A. Kaal, Computative Economics A Framework for Economic Analysis under Computational Abundance (2026). SSRN: https://ssrn.com/abstract=6607458",
   "datePublished": "2026",
   "claim_type": "mechanism",
   "confidence": "argued",
   "is_failure_mode": false,
   "scope_conditions": [],
   "source_pdf_sha256": "75cca35350378eb8904866d068b5d2f3e1504629e6031457ce6c12152a88e3e8",
   "status": "current"
  },
  {
   "@type": "Claim",
   "@id": "https://wulfkaal.github.io/claims/6607458-021",
   "identifier": "kaal:claim:6607458-021",
   "text": "A recursive equilibrium is a profile of generation functions and allocations satisfying individual optimality and model consistency simultaneously; it is recursive because the model-update operator feeds back into generation, allocation, and outputs, and the equilibrium is the fixed point of that recursion.",
   "abstract": "The equilibrium is recursive because Φ feeds back into G_i, which feeds back into a, which feeds back into outputs, which feed back into Φ. The equilibrium is the fixed point of this recursion.",
   "citation": "Wulf A. Kaal, Computative Economics A Framework for Economic Analysis under Computational Abundance (2026). SSRN: https://ssrn.com/abstract=6607458",
   "datePublished": "2026",
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 "description": "2 claims in the published works of Wulf A. Kaal carry the concept tag 'model-updating'. Derived node: a roster, not an adjudicated definition."
}