Warlpiri Morpho-Syntax A Lexicalist Approach [Hardcover]

1: Introduction.- 1.1. Preamble.- 1.2. Events and participants.- 1.3. The model.- 1.3.1. The lexicon.- 1.3.2. Word-formation.- 1.3.3. Constituent structure trees.- 1.3.4. Functional structure.- 1.3.5. Semantic interpretation.- 1.4. Interactions.- 1.4.1. Insertion of words, not phrases.- 1.4.2. Changes in argument-structure.- 1.4.3. Transferral of information.- 1.4.4. Gapping and coordination.- 1.4.5. Anaphoric islands.- 1.4.6. Derivational cases.- 1.4.7. Anaphoric islandhood revisited.- I: Non-Configurationality.- 2: Simple Sentences.- 2.1. Introduction.- 2.2. Constituent structure of sentences.- 2.2.1. Phrase structure rules.- 2.2.2. Interpreting X Theory.- 2.2.3. Functional heads of Warlpiri sentences.- 2.2.4. Other functions.- 2.2.5. Morphological information.- 2.2.6. Semantic information.- 2.2.7. Information from the AUX.- 2.2.8. Building an f-structure.- 2.2.9. General well-formedness conditions on f-structures.- 2.2.10. Transitive sentences.- 2.2.11. Selection of case by verbs.- 2.3. Projection of VP.- 2.3.1. Against v.- 2.3.2. The V? constituent.- 2.3.3. Infinitive plus verb.- 2.3.4. Nominal plus verb-forming suffix.- 2.3.5. Preverb-verb structures.- 2.3.6. Lexical V?.- 2.4. Nominals.- 2.4.1. Uses of nominals.- 2.4.2. Projection of N.- 2.4.3. Heads of nominal constituents.- 2.5. Conclusion.- 3: Pronominals.- 3.1. Introduction.- 3.2. Null pronominals.- 3.2.1. Introduction of PRO.- 3.2.2. Clitic-doubling.- 3.2.3. Jelinek.- 3.3. Default values.- 3.3.1. Introduction.- 3.3.2. Unregistered subject.- 3.3.3. Unregistered object/ Ethical Dative.- 3.3.4. Paradigmatic gaps and the Null Element Constraint.- 3.3.5. Conclusion.- 3.4. Reflexives and pronominal reference.- 3.4.1. Reflexives and reciprocals.- 3.4.2. C-command or f-command?.- 3.4.3. -kariyinyanu.- 3.5. Conclusion.- 4: Case.- 4.1. Introduction.- 4.2. Uses of case in Warlpiri.- 4.2.1. ARG: Argument-relaters.- 4.2.2. ATP: Argument-taking predicates.- 4.2.3. ATT: Attribute use of case-markers.- 4.3. ATT: Case as alӆ