SYSTEMA CONSTRUCTUM

Accepted ontology entry

model-selection

Model-selection is the structured process of evaluating and choosing among competing models based on criteria such as goodness-of-fit, parsimony, predictive accuracy, and domain coherence. It operates through formal criteria (Akaike Inform…

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Definition

Model-selection is the structured process of evaluating and choosing among competing models based on criteria such as goodness-of-fit, parsimony, predictive accuracy, and domain coherence. It operates through formal criteria (Akaike Information Criterion, Bayesian Information Criterion, cross-validation procedures) and structured expert judgment, enabling disciplined choice where multiple explanations or representations are possible. The practice persists through statistical methodology, scientific modeling protocols, and engineering design processes that institutionalize comparison and selection. [formal: electio | substrate: behavior | horizon: a moment | explicit: yes | epoch: 0.01]

Why it is in scope

A human-made methodological practice for choosing among competing models given data and criteria. Built to persist through scientific modeling, engineering, and statistical practice via formal criteria (AIC, BIC, cross-validation) and disciplined comparison protocols.

Names and aliases

Relations from this entry

  • cmrnpwjwq02y6d1nl4am3t71xINSTANCE_OF →

    Model selection IS a specific kind of decision-making: choosing among candidate models based on criteria is a decision process. A competent speaker would call model selection a form of decision-making. Direction tested: model-selection is a specific case of the general practice of decision-making.

  • cmrsphori001z145ry0zfwwzrINSTANCE_OF →

    Model-selection IS a specific kind of method — a systematic procedure for choosing among candidate models (statistical, machine learning, or otherwise). Method is the general (a systematic procedure for accomplishing a task). A competent speaker would call model-selection 'a method' or 'a modeling method.' Direction correct: model-selection→method.

  • cmrxj3acr03cmsoacx73fal1oDEPENDS_ON →

    model-selection DEPENDS_ON statistics: remove statistical theory (AIC, BIC, likelihood, cross-validation) and model-selection ceases to operate. There is no framework to compare, evaluate, or select among candidate models without statistical grounding. The removal test passes.

Relations to this entry

  • bias-variance-decomposition← SERVES

    The bias-variance decomposition breaks prediction error into bias, variance, and irreducible error components. This decomposition serves model selection by guiding the choice of model complexity — helping practitioners navigate the bias-variance tradeoff to select models that generalize well. Law 8d: servant (decomposition) points at master (model selection).

  • akaike-information-criterion← INSTANCE_OF

    AIC is a specific kind of model selection criterion. A competent speaker would call AIC 'a model selection method.' The specific→general direction is correct for INSTANCE_OF. It is one of several model selection criteria (along with BIC, MDL, etc.), each implementing a different trade-off between fit and complexity.

  • akaike-information-criterion← SERVES

    AIC is built for the sake of model selection: it was explicitly designed as a criterion for selecting among statistical models by estimating relative information loss. For whose sake? Model selection. Servant (AIC) → master (model-selection). Law 8d.

  • bayes-factor← SERVES

    Bayes factors are built and maintained for the purpose of Bayesian model selection — they quantify evidence for one model over another to enable model choice. Servant (bayes-factor) points at master (model-selection). Per Law 8d: this records designed purpose, not constitutive need.

  • information-criterion← SERVES

    Law 8d 'for whose sake?': the information criteria were built explicitly as rules for choosing among candidate models — Akaike (1973) introduced AIC as a model-selection device via his information-theoretic extension of maximum likelihood, and Schwarz (1978) introduced BIC for the same end. Its designed purpose is to make model-selection operational: a shared yardstick for comparing fitted models. Servant (criterion) points at master (model-selection); the purpose is by design and sustained practice, not incidental benefit.

Record identity

Created
Jul 30, 2026, 8:00 PM UTC
Content hash
1498b6f55f21796ae6e408d9a0d68183ff46480a608f8c670360c7f8a280cd85

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