Project description

The project group focuses on the structure and the functioning of a verbal category which has recently found considerable attention in first as well as in second language acquisition - finiteness. The distinction between finite and non-finite verb forms is familiar from the days of the Greek grammarians; but it has never found a proper definition. Traditionally, it is primarily seen as a morphological phenomenon: verb forms that are inflected for tense, mood, person, number and maybe other categories are considered to be finite, all others are considered as non-finite.

This view, however, is unsatisfactory for at least two reasons. First, the distinction between finite and non-finite forms is also made when there is hardly any morphological distinction on the verb. Thus, by far most English verb forms can be finite as well as non-finite. Second, there is a number of syntactic, semantic and pragmatic phenomena which are clearly associated with the presence or absence of finiteness. These include, for example, basic word order rules, the licensing of grammatical subjects and of expletive elements, constraints of gapping, non-specific readings of indefinite noun phrases in non-finite constructions, the temporal interpretation of verbal elements, the role of temporal adverbials, and the interaction with the negation not and other particles such as such as only or too. It appears, therefore, that finiteness is not a mere fact of verb morphology but a grammatical category in its own right.

The finiteness group studies the way in which the semantic concept of assertion is turned into a grammatical category which may then lead to further ramifications of the structure of a learner variety. Researchers in the group thereby focus on the following main topics:

The early expression of semantic finiteness

The acquisition of morpho-syntactic finiteness

The consequences of morpho-syntactic finiteness for the structure of a learner variety

In order to cover the three comparative dimensions mentioned in the introduction, members of the finiteness group