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The present book collects seven studies on the grammatical aspects of number names. No attempt has been made to unify the notation, but all authors work from a generative viewpoint. Each contribution chosen gives more than just a description of the number name system in a certain language. Thus, the linguist interested in simplicity, types of transformations, functional rules, tagmemic rules, comparisons be tween languages, or language universals may profit from this collection. H. BRANDT CORSTIUS v T ABLE OF CONTENTS A. V AN KA TWIJ K / A Functional Grammar of Dutch Number Names 1 BARRON BRAINERD / On the Syntax of Certain Classes of Numerical Expressions 9 BARRON BRAINERD / A Transformational-Generative Grammar for Rumanian Numerical Expressions 41 BARRON BRAINERD and FRED C. C. PENG / A Syntactic Comparison of Chinese and Japanese Numerical Expressions 53 RANI SIROMONEY / Grammars of Number Names of Certain Dravidian Languages 82 WILLIAM R. MERRIFIELD / Number Names in Four Languages of Mexico 91 HUGO BRANDT CORSTIUS / Automatic Translation between Number Names 103 VII A. VAN KATWIJK A FUNCTIONAL GRAMMAR OF DUTCH NUMBER NAMES At the present time there are quite a number of generative grammars for numerical expressions. Brainerd (1967) even mentions the possibility of giving a complete description of systems of numerical expressions in any language , where the transformation theory of number names provides a framework for discussions of a number of universals. He also refers to the advantages of completeness of descriptions being possible in these grammars.
