Andrew Simpson — 作者 (2)
Chinese Syntax in a Cross-Linguistic Perspective [图书] 豆瓣
作者: Audrey Li / Andrew Simpson 出版社: Oxford University Press 2014
- Collects twelve new papers that explore the syntax of Chinese in comparison with other languages.
- Opens up new avenues of research, connecting studies of Chinese with work being carried out on other languages.
Chinese Syntax in a Cross-linguistic Perspective is a collection of sixteen original papers by leading experts in Chinese syntax. The papers focus on a broad range of topics, demonstrating how the analysis of Chinese can inform our understanding of syntactic phenomena in other languages, and how insights gained in the study of other languages can in turn shed interesting new light on patterns in Chinese. Each chapter compares a specific major phenomenon in Chinese syntax with related patterns in at least one other language from Asia, Europe, North America or Africa, resulting in a series of fresh perspectives on Chinese and what the study of Chinese can offer linguists working on other, genetically unrelated languages.
The volume is divided into three thematic sections, on the nominal domain, the predicate domain, and the C-domain. In addition to chapters on synchronic, adult syntax, the book includes chapters on Chinese diachronic syntax in a comparative perspective and the acquisition of syntax in Chinese, in comparison with that of other languages. The collection is a tribute to Professor C.-T. James Huang's lifelong work on the syntax of Chinese and his attempts to demonstrate how the comparative analysis of Chinese reveals important properties of Universal Grammar. With its broad, cross-linguistic focus and its detailed, new studies of Chinese, this book is essential reading for researchers of all language backgrounds in modern generative syntax.
离散数学导学 [图书] 豆瓣
Discrete Mathematics by Example
作者: Andrew Simpson / 冯速 译者: 冯速 出版社: 机械工业出版社 2005 - 1
本书通过大量简单易懂的示例和练习介绍了有关离散数学的基本概念与基础知识,并把理论知识与一系列实际应用联系起来。主要内容包括:命题逻辑和谓词逻辑、类型集合论、布尔代数、关系、函数、序列、归纳法、图论、组合数学等。通过适当的教学方法,可以加深学生对离散数学的理解。
本书适合所有学习离散数学的学生,并可作为相关专业的教材。