머리말

제1부 담화표상이론의 기초
제1장 담화표상이론이란 무엇인가? = 13
제2장 통사분석 = 33
2.1 통사 구조에 포함해야 할 정보 = 33
2.2 단층 통사 분석 = 38
2.2.1 상위규칙(metarules) = 38
2.2.2 구구조규칙으로부터 나무구조에로의 투사 = 45
2.3 담화표상이론에서의 통사분석 = 48
2.3.1 영어의 단편 = 49
2.3.2 회기적 정의에 의한 통사 분석 = 50
2.3.3 구구조규칙에 의한 통사 분석 = 54
2.4 요약 = 62
제3장 담화표상 구성규칙 = 63
3.1 담화표상 구성규칙 = 63
3.2 고유명사의 담화표상 구성규칙 = 72
3.3 대명사의 담화표상 구성규칙 = 75
3.4 고유명사의 담화표상 구성규칙(수정) = 84
3.5 비한정 명사구의 담화표상 구성규칙 = 86
3.6 부정문의 담화표상 구성규칙 = 90
3.7 관계사절의 담화표상 구성규칙 = 93
3.8 조건문의 담화표상 구성규칙 = 95
3.9 전칭 양화 명사구의 구성규칙 = 101
3.10 당나귀 문장(Donkey sentences) = 107
3.11 요약 = 111
제4장 의미부 = 113
4.1 모형(model) = 113
4.2 함수(Function) = 118
4.2.1 순서쌍(Orderly Pair) = 118
4.2.2 관계(Relation) = 119
4.2.3 함수(Function) = 120
4.2.4 함수의 확장(extension of a function) = 122
4.3 담화표상의 진리조건 = 125
4.3.1 담화표상조건들의 입증조건 = 129
4.4 담화표상 이론에서의 양화 문제 = 144
4.4.1 비한정 명사구에 대한 전통적 견해 = 144
4.4.2 Geach의 접근방법 = 148
4.4.3 Kripke와 Lewis의 접근방법 = 150
4.4.4 Evans의 접근방법 = 154
4.4.5 담화표상 이론에서의 양화 문제 = 156
4.4.6 담화표상의 일차술어논리 언어 표현으로의 번역 = 163
4.5 요약 = 172

제2부 담화표상이론의 확장
Chapter1. Introduction = 177
1.1 purpose and Scope = 177
1.2 Theoretical Framework - DRT = 187
1.2.1 Discourse Referents = 188
1.2.2 DR Construction Rules = 189
1.2.3 Anaphora Resolution in DRT = 192
1.2.4 Semantics = 193
1.3 Plural Individuals = 195
1.3.1 Plural Individuals = 195
1.3.2 Nature of Plural Individuals = 196
1.3.3 Properties of Summing Operation = 197
1.3.4 Model Structure Incorporating i-sums = 199
1.3.5 Uncommutative / Unassocciative NP Conjunctions = 201
Notes to Chapter1 = 205

Chapter2. Non-Unified Approaches Toward the Distributivity = 211
2.0 Introduction = 211
2.1 System of Non-unified approaches = 212
2.1.1 NP Classification = 212
2.1.2 DR Constucture Rules for NPs = 213
2.1.3 Pronouns in Non-Unified Approaches = 220
2.2 Problems of Non-Unified Approaches = 238
2.2.1 Classification of NPs = 238
2.2.2 Number Agreement between a Pronoun and its Antecedent = 243
2.2.3 Problems about the Mode of Predication = 246
2.2.4 Predication with Ambiguous Predicates = 257
2.2.5 Problems about Abstraction = 259
2.3 Conclusion = 262
Notes to Chapter2 = 264

Chapter3. Unified Approach toward the Distributivity = 271
3.0 Introduction =271
3.1 Distributivity in the Unified Approach = 273
3.1.1 Ambiguity with respect to Distributivity and Collectivity = 3.1.2 DR Construction Rules for Distributivity = 278
3.2 System of the Unified Approach = 280
3.3 Classification of Determiners = 284
3.4 Denotations of Quantified NPs in the Unified Approach = 293
3.4.1 DR Construction Rules for Indefinite NPs = 293
3.4.2 TypeⅡ and TypeⅣ NPs in Non-quntificational Appraoch = 295
3.4.3 Non-Monotonic Quantifiers = 297
3.4.4 Quantifiers Which Require Distributive Predicates = 302
3.4.5 Most, Many and Few = 310
3.5 Number Agreement = 315
3.6 Determiner No and Abstraction = 324
3.7 Problems with respect to the Mode of Predication = 325
3.8 Is a Sentence Multiply Ambiguous? = 326
3.8.1 Scha(1981) = 327
3.8.2 Gillon = 328
3.9 Conclusion = 332
Notes to Chapter3 = 334

Chapter4. Asymmetric Quantification - the Proportion Problem = 343
4.0 Introduction = 343
4.1 The Proportion Problem = 344
4.2 DRT Approaches toword the Proportion Problem = 349
4.2.1 Kadmon(1988, 1990) = 349
4.2.2 Kamp and Reyle(1990) = 352
4.3 The Unified Approach toword the Proportion Problem = 358
4.3.1 Numeral Based Donkey Sentences = 358
4.3.2 DR Construction Rule for Relative Clauses in Kamp and Reyle = 361
4.3.3 Problems of CRNRC = 365
4.3.4 Solutions in Roberts(1987) = 368
4.3.5 An Alternative = 371
4.4 Donkey-Sentences Revisited = 378
4.5 Proprotion Problem = 380
4.6 Conclusion = 386
Notes to Chapter4 = 388

Chapter5. Proper Distributivity - Evidence from Korean = 395
5.0 Introduction = 395
5.1 Korean Quantifier System = 396
5.2 Distributivity Triggered by Particle -ssik = 400
5.3 -tul a Pragmatic Morpheme(PM -tul) of Korean = 409
5.3.1 -tul as a Sub-Entailment Trigger = 409
5.3.2 DR Construction Rule for PM -tul = 413
5.3.3 Quantification NPs as the Controller of PM -tul = 416
5.4 Conclusion = 418
Notes to Chapter5 = 419

Chapter6. Conclusion = 421

참고문헌 = 427
찾아보기 = 445