Composing extended top-down tree transducers

43591

Authors

nan

Abstract

A composition procedure for linear and nondeleting extended top-down tree trans- ducers is presented. It is demonstrated that the new procedure is more widely applica- ble than the existing methods. In general, the result of the composition is an extended top-down tree transducer that is no longer linear or nondeleting, but in a number of cases these properties can easily be recov- ered by a post-processing step. 1

Keywords

nan

Full Content

Proceedings of the 13th Conference of the European Chapter of the Association for Computational Linguistics, pages 808–817, Avignon, France, April 23 - 27 2012. c⃝2012 Association for Computational Linguistics Composing extended top-down tree transducers∗ Aur´elie Lagoutte ´Ecole normale sup´erieure de Cachan, D´epartement Informatique alagoutt@dptinfo.ens-cachan.fr Fabienne Braune and Daniel Quernheim and Andreas Maletti University of Stuttgart, Institute for Natural Language Processing {braunefe,daniel,maletti}@ims.uni-stuttgart.de Abstract A composition procedure for linear and nondeleting extended top-down tree trans- ducers is presented. It is demonstrated that the new procedure is more widely applica- ble than the existing methods. In general, the result of the composition is an extended top-down tree transducer that is no longer linear or nondeleting, but in a number of cases these properties can easily be recov- ered by a post-processing step. 1 Introduction Tree-based translation models such as syn- chronous tree substitution grammars (Eisner, 2003; Shieber, 2004) or multi bottom-up tree transducers (Lilin, 1978; Engelfriet et al., 2009; Maletti, 2010; Maletti, 2011) are used for sev- eral aspects of syntax-based machine transla- tion (Knight and Graehl, 2005). Here we consider the extended top-down tree transducer (XTOP), which was studied in (Arnold and Dauchet, 1982; Knight, 2007; Graehl et al., 2008; Graehl et al., 2009) and implemented in the toolkit TIBURON (May and Knight, 2006; May, 2010). Specifically, we investigate compositions of linear and nondeleting XTOPs (ln-XTOP). Arnold and Dauchet (1982) showed that ln-XTOPs compute a class of transformations that is not closed under composition, so we cannot compose two arbitrary ln-XTOPs into a single ln-XTOP. However, we will show that ln-XTOPs can be composed into a (not necessarily linear or nondeleting) XTOP. To illustrate the use of ln-XTOPs in machine transla- tion, we consider the following English sentence together with a German reference translation: ∗ All authors were financially supported by the EMMY NOETHER project MA / 4959 / 1-1 of the German Research Foundation (DFG). RC PREL that C NP VP �→ C NP VP C NP VP VAUX VPART NP �→ C NP VP VAUX NP VPART Figure 1: Word drop [top] and reordering [bottom]. The newswire reported yesterday that the Serbs have completed the negotiations. Gestern [Yesterday] berichtete [reported] die [the] Nachrichtenagentur [newswire] die [the] Serben [Serbs] h¨atten [would have] die [the] Verhandlungen [negotiations] beendet [completed]. The relation between them can be described (Yamada and Knight, 2001) by three operations: drop of the relative pronoun, movement of the participle to end of the clause, and word-to-word translation. Figure 1 shows the first two oper- ations, and Figure 2 shows ln-XTOP rules per- forming them. Let us now informally describe the execution of an ln-XTOP on the top rule ρ of Figure 2. In general, ln-XTOPs process an in- put tree from the root towards the leaves using a set of rules and states. The state p in the left- hand side of ρ controls the particular operation of Figure 1 [top]. Once the operation has been per- formed, control is passed to states pNP and pVP, which use their …

Content truncated to 500 words

Labeled Text

A composition procedure for linear and nondeleting extended top-down tree transducers is presented. It is demonstrated that the new procedure is more widely applicable than the existing methods. In general, the result of the composition is an extended top-down tree transducer that is no longer linear or nondeleting, but in a number of cases these properties can easily be recovered by a post-processing step. 1

Publication Details

Paper ID:
43591
Year:
2012
Publication:
TIPSTER
Publication Type:
conf
DOI:
nan