Buryat Complementizers and Clause-Embedding Verbs #
This file records the clause-typing morphemes of Barguzin Buryat
(Mongolic) embedded clauses and the matrix verbs that select them.
Embedded clauses show three surface shapes ([Bon22] §4.3.1
ex. 30–32): bare [… V-TENSE gɘ-žɘ], nominalized [… V-PART-CASE],
and nominalized with the say-root [… V-TENSE g-ɘːš-CASE].
Main definitions #
Buryat.ge,Buryat.aasha,Buryat.zha— the say-root gɘ, the agentive participle -Aːša, and the imperfective converb -žA ([Skr03]), as rootComplementizerentries; the closed inventory isBuryat.complementizersBuryat.hanaxa,Buryat.medexe,Buryat.xelexe,Buryat.duulaxa— clause-embedding verbs; all four alternate between the finite-CP and nominalized frames (ex. 35–36, 50–51). hanaxa's frame-conditioned think~remember readings ride onVerb.Readingrows keyed toBuryat.nominalizedFrame
Implementation notes #
Bondarenko's head assignment (gɘ expones Cont, the suffixes are Comp
allomorphs) is paper-specific and lives in Studies/Bondarenko2022.lean;
rival carvings of Mongolic say-complementizers: [Kny16],
[MP13]. Bare §-references are to [Bon22],
bare ex./fn. references to [Bon20]. Identifiers are ASCII
romanizations (ɘ → e, ː → doubling, ž → zh, š → sh); form fields carry
the faithful transliterations, with capitals marking vowel-harmony
archiphonemes.
gɘ — grammaticalized root of gɘxɘ 'say' (fn. 21: no speech act entailed under 'hear' or 'see'). Never surfaces unsuffixed (gɘ-žɘ, g-ɘːšɘ), so it is recorded as a bound root.
Equations
- Buryat.ge = { morphs := [Morphology.Morph.root "gɘ"] }
Instances For
-Aːša — past-oriented participle ([Bon20] ex. 36; [Skr03]); appears next to nominal projections. The complement it types is Noonan-nominalized (case-marked, genitive subject) while the morpheme itself is a participle — two axes, two fields.
Equations
- Buryat.aasha = { morphs := [Morphology.Morph.suff "Aːša"], coding := some Complement.Coding.nominalized, verbForm := some UD.VerbForm.Part, licenser := some Complementizer.Licenser.nominal }
Instances For
-žA — imperfective converb ([Skr03]); appears next to verbs, also in analytical verb forms and sentential adjuncts (ex. 30).
Equations
- Buryat.zha = { morphs := [Morphology.Morph.suff "žA"], coding := some Complement.Coding.indicative, verbForm := some UD.VerbForm.Conv, licenser := some Complementizer.Licenser.verbal }
Instances For
The clause-typing inventory — closed per §4.3.1 ex. 30–32.
Equations
Instances For
Clause-embedding verbs #
Vendler class stays unset (Verb.Aspect.vendlerClass convention for
clause-embedding verbs).
The nominalized complement frame of the ex. 35–36 alternation:
[Noo07]-nominalized coding with an overt genitive embedded subject
(§4.3.1). Richer than the bare ArgumentFrame.gerund cell: it records the
embedded-subject case.
Equations
- Buryat.nominalizedFrame = { complements := [ArgumentFrame.Position.clausal (some Complement.Coding.nominalized) ⊥ (some (Clause.EmbeddedSubject.overt (some Case.gen)))] }
Instances For
hanaxa 'think', translated 'remember' with a nominalized complement (§4.4.3): one verb,
whose nominalized complement carries a presupposition that the event it describes started
before the thinking ([Bon20] (2), (21)). The readings rows record the alternation,
nonveridical and opaque on the bare CP, veridical and transparent on the nominalized frame.
Equations
- One or more equations did not get rendered due to their size.
Instances For
mɘdɘxɘ 'know' — factive in both frames (ex. 36); embeds polar questions (ex. 3).
Equations
- One or more equations did not get rendered due to their size.
Instances For
xɘlɘxɘ 'say' — non-factive with bare CPs; nominalized complements are existence-entailing (ex. 51; speaker variation per fn. 30).
Equations
- Buryat.xelexe = { valency := Verb.Valency.of [(ArgumentFrame.finiteClause, [0, 1]), (ArgumentFrame.gerund, [0, 1])], morphs := [Morphology.Morph.root "xɘlɘxɘ"], speechActVerb := true }
Instances For
duːlaxa 'hear' — non-factive with bare CPs, existence-entailing with nominalized complements (ex. 50).
Equations
- Buryat.duulaxa = { valency := Verb.Valency.of [(ArgumentFrame.finiteClause, [0, 1]), (ArgumentFrame.gerund, [0, 1])], morphs := [Morphology.Morph.root "duːlaxa"] }