5 research outputs found
Scrambling in german and the non-locality of local TDGs
Existing analyses of German scrambling phenomena within TAG-related formalisms all use non-local variants of TAG. However, there are good reasons to prefer local grammars, in particular with respect to the use of the derivation structure for semantics. Therefore this paper proposes to use local TDGs, a TAG-variant generating tree descriptions that shows a local derivation structure. However the construction of minimal trees for the derived tree descriptions is not subject to any locality constraint. This provides just the amount of non-locality needed for an adequate analysis of scrambling. To illustrate this a local TDG for some German scrambling data is presented
Tree Description Grammars and Underspecified Representations
In this thesis, a new grammar formalism called (local) Tree Description Grammar (TDG) is presented that generates tree descriptions. This grammar formalism brings together some of the central ideas in the context of Tree Adjoining Grammars (TAG) on the one hand, and approaches to underspecified semantics for scope ambiguities on the other hand.
First a general definition of TDGs is presented, and afterwards a restricted variant called local TDGs is proposed. Since the elements of a local TDG are tree descriptions, an extended domain of locality as in TAGs is provided by this formalism. Consequently, local TDGs can be lexicalized, and local dependencies such as filler gap dependencies can be expressed in the descriptions occurring in the grammar.
The tree descriptions generated by local TDGs are such that the dominance relation (i.e. the reflexive and transitive closure of the parent relation) need not be fully specified. Therefore the generation of suitable underspecified representations for scope ambiguities is possible.
The generative capacity of local TDGs is greater than the one of TAGs. Local TDGs are even more powerful than set-local multicomponent TAGs (MC-TAG). However, the generative capacity of local TDGs is restricted in such a way that only semilinear languages are generated. Therefore these languages are of constant growth, a property generally ascribed to natural languages.
Local TDGs of different rank can be distinguished depending on the form of derivation steps that are possible in these grammars. This leads to a hierarchy of local TDGs. For the string languages generated by local TDGs of a certain rank, a pumping lemma is proven that allows to show that local TDGs of rank n can generate a language Li := {a1k···a1k|k ≥ 0} iff i ≤ 2n holds.
In order to describe the relation between two languages, synchronous local TDGs are introduced. The synchronization with a second local TDG does not increase the generative power of the grammar in the sense that each language generated by a local TDG that is part of a synchronous pair of local TDGs, also can be generated by a single local TDG.
This formalism of synchronous local TDGs is used to describe a syntax-semantics interface for a fragment of French which illustrates the derivation of underspecified representations for scope ambiguities with local TDGs
Tree description grammars and underspecified representations
In dieser Dissertation wird ein neuer Grammatikformalismus zur
Erzeugung von Baumbeschreibungen entwickelt, sogenannte (lokale) Tree
Description Grammars (TDG). TDGs verbinden einige der zentrale Ideen
im Zusammenhang mit Tree Adjoining Grammars (TAG) mit Ansätzen zur
unterspezifizierten Semantik, speziell der Behandlung von
Skopusambiguitäten.
Zunächst werden allgemeine TDGs definiert, und dann wird eine
eingeschränkte Variante, lokale TDGs eingeführt. Da die Elemente der
Grammatik Baumbeschreibungen sind, erlaubt der Formalismus, genau wie
TAG, größere lokale Bereiche. In den von (lokalen) TDGs generierten
Baumbeschreibungen muss die Dominanz zwischen den Knoten (reflexive
transitive Hülle der Mutter-Tochter Beziehung) nicht vollständig
beschrieben sein. Dies ermöglicht die Ableitung geeigneter
unterspezifizierte Repräsentationen für Skopusambiguitäten.
Lokale TDGs sind mächtiger als TAGs, sogar mächtiger als mengen-lokale
Multicomponent TAGs. Allerdings erzeugen lokale TDGs nur semilineare
Sprachen, also Sprachen mit konstantem Kettenwachstum, eine
Eigenschaft, die für natürliche Sprachen i.a. angenommen
wird. Abhängig von der Form der möglichen Ableitungsschritte werden
lokale TDGs verschiedenen Rangs unterschieden. Es ergibt sich eine
Hierarchie, für deren einzelne Klassen ein Iterationslemma gezeigt
wird.
Um die Beziehung zwischen zwei Sprachen zu beschreiben, werden
synchrone lokale TDGs eingeführt. Die Synchronisation mit einer
zweiten lokalen TDG beeinflusst nicht die Ausdrucksstärke der
Grammatik. Als Anwendungsbeispiel werden synchrone lokale TDGs zur
Beschreibung einer Syntax-Semantik Schnittstelle für ein Fragment des
Französischen eingesetzt. An diesem Beispiel wird die Ableitung von
unterspezifizierten Repräsentationen für Skopusambiguitäten
illustriert. Es zeigt sich, dass sich in dieser Architektur
Inselbeschränkungen für Quantorenskopus als natürliche Folge der
Lokalität der Grammatiken ergebenIn this thesis, a new grammar formalism called (local) Tree
Description Grammar (TDG) is presented that generates tree
descriptions. This formalism brings together some of the central ideas
in the context of Tree Adjoining Grammars (TAG) on the one hand, and
approaches to underspecified semantics for scope ambiguities on the
other hand.
First a general definition of TDGs is presented, and then a restricted
variant called local TDGs is proposed. Since the elements of local
TDGs are tree descriptions, an extended domain of locality as in TAGs
is provided by this formalism. The tree descriptions generated by
local TDGs are such that the dominance relation between nodes
(reflexive transitive closure of the parent relation) need not be
fully specified. This allows the generation of suitable underspecified
representations for scope ambiguities.
Local TDGs are more powerful than TAGs and even more powerful than
set-local multicomponent TAGs. However, local TDGs generate only
semilinear languages, i.e. languages of constant growth, a property
generally ascribed to natural languages. Local TDGs of different rank
can be distinguished depending on the derivation steps possible in
these grammars. This leads to a hierarchy of local TDGs. For the
classes of this hierarchy, a pumping lemma is proven.
In order to describe the relation between two languages, synchronous
local TDGs are introduced. The synchronization with a second local TDG
does not increase the generative power of the grammar, i.e. a
language generated by a local TDG that is part of a synchronous pair
of local TDGs, also can be generated by a single local TDG. This
formalism of synchronous local TDGs is used to describe a
syntax-semantics interface for a fragment of French which illustrates
the derivation of underspecified representations for scope
ambiguities. In this framework, island constraints for quantifier
scope ambiguities arise as a natural consequence of the localit