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Linglib.Phenomena.WordOrder.Studies.DryerHaspelmath2013

Dryer & Haspelmath (eds., 2013): WALS aggregate generalizations #

@cite{dryer-haspelmath-2013} @cite{dryer-1992}

Aggregate cross-linguistic generalizations derived directly from the WALS Online corpus (@cite{dryer-haspelmath-2013}). Each theorem here is a distributional fact about WALS chapter values: a count or comparative-count predicate over Data.WALS.Features.F{N}A.allData.

These are not Greenberg-1963 implicational universals (which are conditional, per-language statements; see Studies/Greenberg1963.lean). They are unconditional aggregate claims about how WALS values distribute, of the form "value X is more common than value Y in chapter N".

The chapter authorship within WALS Online is per-chapter (typically Dryer for Ch 81–88, 95–96; Hammarström for Ch 97; etc.); the entire atlas is @cite{dryer-haspelmath-2013}. @cite{dryer-1992} is the canonical earlier synthesis of many of these correlations, predating WALS.

What this file proves #

§1. Basic constituent order (Ch 81–83): SOV-most-common, SOV+SVO majority, OV-dominant in Ch 83, subject-first vs verb-first dominance, object- initial rarity, SV vs VS dominance.

§2. Per-WALS-chapter generalizations (Ch 87, 88, 90, 94, 95, 96, 97, 81B, 90B, 90C, 60, 61): per-chapter dominant-value claims. Several link to Gibson 2025's single-word-exception argument (Ch 87/88/97 all involve single-word dependents where head direction is less predictive).

Ch 88: Dem-N vs N-Dem is roughly balanced (another single-word exception: demonstratives are single words, so head direction is less predictive).

Ch 95: Harmonic pairs (OV+Postp, VO+Prep) vastly outnumber disharmonic (OV+Prep, VO+Postp).