Documentation

Linglib.Studies.Bobaljik2000

Bobaljik 2000: the ins and outs of contextual allomorphy #

[Bob00] argues from Itelmen agreement that Vocabulary Insertion is cyclic from the root outward and rewrites a morpheme's features as it discharges them, so that conditioning is asymmetric: an inner morpheme may look outward at the syntactic features of morphemes not yet realized, but an outer morpheme cannot look inward at features already discharged. The Class II marker between the root and object agreement is conditioned by the class of the root inside it and by the person of both arguments outside it, object agreement by the subject outside it, and the subject prefix — last to be inserted — by nothing inside. This file runs that derivation over the complex head with hierarchical locality and rewriting, and shows the asymmetry as a consequence: with non-deletion, the inner agreement features would still be visible to the prefix.

Main results #

References #

[Bob00], [HM93].

Instances For
    def Bobaljik2000.instDecidableEqFeature.decEq (x✝ x✝¹ : Feature) :
    Decidable (x✝ = x✝¹)
    Equations
    • One or more equations did not get rendered due to their size.
    Instances For
      def Bobaljik2000.instReprFeature.repr :
      FeatureStd.Format
      Equations
      Instances For

        Present -s; the Class II marker -ki- under a first-person subject acting on a third-person object and -c- under a second-singular one; object agreement -cen under a first-person subject and -in under a second-singular; the subject prefix t- for first singular, null for second singular.

        Equations
        • One or more equations did not get rendered due to their size.
        Instances For
          def Bobaljik2000.word (r : String) (classII? : Bool) (subj obj : List Feature) :

          √-T-(II)-AgrO-AgrS, the Class II marker present for a Class II root.

          Equations
          • One or more equations did not get rendered due to their size.
          Instances For
            Equations
            Instances For
              Equations
              • One or more equations did not get rendered due to their size.
              Instances For
                theorem Bobaljik2000.itelmen_rows (r : DistributedMorphology.ComplexHead Feature String × List String) :
                r rowsmorphs r.1 = r.2

                The forms (9)–(10).

                When the subject prefix is reached under rewriting, the object agreement inside it has discharged its features: nothing of agrO remains to condition the prefix, the asymmetry of (12).

                Under non-deletion the same context carries agrO: symmetric conditioning, as in [HM93], would let the prefix see inward.

                The Class II marker, second to be inserted, sees both agreement morphemes outside it bare: their features, at hierarchical distance one and two.