Read e-book online Constraint Solving and Language Processing: First PDF

By Henning Christiansen, Peter Rossen Skadhauge, Jørgen Villadsen

ISBN-10: 3540261656

ISBN-13: 9783540261650

This e-book constitutes the completely refereed post-proceedings of the 1st foreign Workshop on Constraint fixing and Language Processing, CSLP 2004, held in Roskilde, Denmark in September 2004.

The eight revised papers provided including four invited papers by way of top researchers went via rounds of reviewing, choice, and development for inclusion within the publication. one of the themes addressed are estate grammars, abduction, metagrammars, NLP semantics, induction, graph configuration for NLP, constraint dependent grammars, parsing, human sentence processing, constraint optimization, and usual language generation.

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Extra resources for Constraint Solving and Language Processing: First International Workshop, CSLP 2004, Roskilde, Denmark, September 1-3, 2004, Revised Selected and

Example text

Though this notation is not sufficient to represent every expression of the language, it nonetheless generally suffices for the kind of trees typically used in natural language syntax. Thus, the description (D0 ) on the left is graphically represented by the tree notation on the right: x ∗w∧x y∧x z D0 = ∧ y ≺+ z ∧ z ≺ w ∧ x:X ∧y :Y ∧z :Z ∧w :W X (D0 ) (3) Y ≺+ Z W where immediate dominance is represented by a solid line, dominance by a dashed line, precedence by the symbol ≺+ and adjacency is left unmarked.

For Philippe likes salsa and Stephane tango, we have the initial constraint store: {philippe(0,1),likes(1,2),salsa(2,3),and(3,4),stephane(4,5),tango(5,6)} to which the following “constraints” (in the sense of the CHR store) are successively added: [ name(0,1),verb(1,2),noun(2,3),conj(3,4),name(4,5),noun(5,6), np(0,1),vp(1,3),np(2,3),np(4,5),np(5,6),s(0,3) ] At this point, since the analysis of the entire sentence is not complete, the dynamically added rules will compare the data to the left and right of the conjunction, noting the parallelisms present and absent: np(0,1) parallel to np(4,5) verb(1,2) parallel to ?

Dahl, V. and McCord, M. Treating Coordination in Logic Grammars. In American Journal of Computational Linguistics 9, (1983) 69–91 19. , and Pereira, F. Ellipsis and Higher-Order Unification. In Linguistics and Philosophy, 14(4) (1991) 399–452 20. Fruhwirth, T. W. Theory and Practice of Constraint Handling Rules. In Journal of Logic Programming, 37 (1998) 95–138 21. Haugeneder, H. A Computational Model for Processing Coordinate Structures: Parsing Coordination will-out Grammatical Specification. In Proc.

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Constraint Solving and Language Processing: First International Workshop, CSLP 2004, Roskilde, Denmark, September 1-3, 2004, Revised Selected and by Henning Christiansen, Peter Rossen Skadhauge, Jørgen Villadsen


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