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Chapter no. 1
This dissertation is an attempt to provide a semantic, syntactic, and
discourse-functional account of Japanese numeral classifiers, a group of
morphemes which resemble in many ways the numeral classifiers described in
accounts of other languages,1 particularly those of Southeast Asia.
Classifiers have recently become a topic of growing interest among linguists
and anthropologists, and the past few years have seen the addition of two
important dissertation length studies (Conklin 1981, Adams 1982) to the
sizeable list of article-length treatments of the classifier systems of
various languages. Useful attempts to synthesize what is known about the
classifier systems of various languages have also been provided by works such
as Denny 1976, Greenberg 1972, Adams and Conklin 1973, and, especially, Allan
These studies have in general focused on the semantic properties of
classifier systems, most recently in the light of claims that the systems of
different languages may share certain universal semantic traits. In the
study I will present here, I consider not only the semantic properties of the
Japanese numeral classifier system but also the discourse functions it fills.
Although most treatments of classifier systems give a passing nod to the use
of classifiers as noun substitutes, or note briefly the interplay between
classifiers and number marking, detailed treatment of these aspects of
classifier behavior has in general been lacking. For this reason the second
half of this study is directed toward the question of how classifiers function
in the construction of texts, rather than simply noun phrases, or at best,
The dissertation is organized as follows: In this introductory
chapter, I provide a brief review of some of the more important issues that
have been raised in the past by writers concerned with the numeral classifier
systems of other languages. This is intended to serve as a backdrop for the
treatment of Japanese which appears in subsequent chapters. I also describe
the data collection methods I used in doing my study and provide a list of the
classifiers considered. Subsequent chapters treat the history and
morphology of the system (Chapter 2), its semantic properties (Chapter 3),
implications for the semantic analysis of classifier systems in general
(Chapter 4), the anaphoric use of the classifiers (Chapter 5), the
interaction of the classifier system with the plural marking system (Chapter
6), and the semantic effects of variations in the positioning of the numeralclassifier pair within the sentence (Chapter 7).
Problems in Defining Numeral Classifiers.
The first issue to be addressed, of course, is the question of what a
numeral classifier is£ how it has been defined in the various languages in
which it is purported to occur, and how it will be defined for the purposes of
this dissertation. In the literature, definitions like the following,
provided by Burling (1965, p. 245) for Burmese, are the rule, defining a
“classifier slot” contiguous to the numeral and categorizing as classifiers
any forms that may fill the slot:
The class of all classifiers can be given a clear syntactical
definition: in Burmese it includes all morphemes which follow
directly and in close juncture behna-. “how many,” or the numbers ta-.
“one,” hna-. “two,” 6oun~. “three,” etc., up to kou-. “nine.”
Definitions of this type are, of course, possible only for individual
languages, leaving us with the question of how to recognize a new numeral
classifier language when we see one. Allan, in his survey of classifier
phenomena (Allan 1977, P. 285) defines classifiers in terms of the following
- They occur as morphemes in surface structures under specifiable
conditions [in the “classifier constructions” defined
independently by each language].
- They have meaning, in the sense that a classifier denotes some
salient perceived or imputed characteristic of the entity to
which an associated noun refers (or may refer).
It is not only numeral classifier languages which possess forms of this type,
for, in Allan’s taxonomy, numeral classifier languages constitute but one of
four types of classifier languages:
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