ACL-OCL / Base_JSON /prefixW /json /W13 /W13-0203.json
Benjamin Aw
Add updated pkl file v3
6fa4bc9
{
"paper_id": "W13-0203",
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"date_generated": "2023-01-19T04:52:43.966379Z"
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"title": "Scope Disambiguation as a Tagging Task",
"authors": [
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"first": "Kilian",
"middle": [],
"last": "Evang",
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"affiliation": {
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"institution": "CLCG",
"location": {
"settlement": "Rijksuniversiteit Groningen"
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"email": "k.evang@rug.nl"
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{
"first": "Johan",
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"last": "Bos",
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"email": "johan.bos@rug.nl"
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"abstract": "In this paper we present a pragmatic account of scope alternation involving universal quantifiers in a lexicalist framework based on CCG and DRT. This account can derive the desired reading for 96% of all cases of scope interaction involving universal quantification mediated by prepositions in a real corpus. We show how this account allows for recasting scope resolution as a simple token classification task, providing a simpler handle for statistical approaches to scope resolution than previous accounts.",
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"text": "In this paper we present a pragmatic account of scope alternation involving universal quantifiers in a lexicalist framework based on CCG and DRT. This account can derive the desired reading for 96% of all cases of scope interaction involving universal quantification mediated by prepositions in a real corpus. We show how this account allows for recasting scope resolution as a simple token classification task, providing a simpler handle for statistical approaches to scope resolution than previous accounts.",
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"section": "Abstract",
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"text": "The correct handling of scope-bearing operators such as quantifiers, negation and intensional verbs is crucial for constructing logical form from text that capture the intended meaning. A lot of work has been done to describe the scope alternation behavior especially of quantifiers and to construct underspecified meaning representations from which all (theoretically) possible readings of a sentence containing them can be enumerated (Reyle, 1993; Bos, 1996; Copestake et al., 2005; Egg et al., 2001 ). The problem of finding the preferred reading in each concrete case has also been addressed, using machine learning (Higgins and Sadock, 2003; Andrew and MacCartney, 2004; Srinivasan and Yates, 2009; Manshadi and Allen, 2011) .",
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"start": 436,
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"text": "(Reyle, 1993;",
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"text": "Bos, 1996;",
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"text": "Copestake et al., 2005;",
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"text": "Egg et al., 2001",
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"text": "Srinivasan and Yates, 2009;",
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"text": "Manshadi and Allen, 2011)",
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"section": "Introduction",
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"text": "Despite these efforts, existing wide-coverage semantic parsers do not typically resolve scope. Either the semantic representations they output are shallow and do not use logical quantifiers, which is sufficient for many applications but not for model-theoretic reasoning. Or they leave the output underspecified or always deterministically pick the same scoping behavior for a given quantifier.",
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"section": "Introduction",
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"text": "How to make a semantic parser aware of scope alternation? We argue that an additional layer of tags is a good way. A semantic parser can use these tags to guide its decisions-just like it might use a layer of word sense tags and a layer of named-entity tags, and just like a syntactic parser uses part-of-speech tags. Scope tags can guide the construction of logical forms from the start and thereby avoid the additional computational and representational complexity of underspecified representations. At the same time, this approach avoids the need to change the syntactic parsing model.",
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"section": "Introduction",
"sec_num": "1"
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"text": "In this paper we show how we applied this technique to the semantic parsing system of Curran et al. (2007) . It consists of C&C, a statistical syntactic parser whose output includes predicate-argument structures, and Boxer, a semantic construction component which builds interpretable semantic representations. The resulting enhanced system is being used in constructing the Groningen Meaning Bank (GMB), a large corpus of English text annotated with logical form (Basile et al., 2012) .",
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"section": "Introduction",
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"text": "Boxer's lexical-semantic framework (Bos, 2009) uses the output of the C&C parser, which consists of derivations in Combinatory Categorial Grammar (CCG; Steedman, 2001) . In these derivations, words and smaller constituents combine into larger constituents using combinatory rules such as forward application, which combines a functor category X/Y : f with an argument category Y : a to yield a new constituent with category X : f @a (1-place function f applied to a). Left of the colon are syntactic",
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"section": "Formal Background",
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"text": "\u03bbp.( x member(x) ; (p@x)) \u03bbp. x member(x) \u21d2 (p@x)",
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"text": "Figure 1: Generalized quantifiers denoted by the NPs a member and every member \u03bbio.\u03bbdo.\u03bbsu.\u03bbmp.(su@\u03bbx.(io@\u03bby.(do@\u03bbz.( e give(e) Agent(e, x) Recipient(e, y)",
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"text": "Theme(e, z)",
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"text": "; (mp@e))))) Figure 2 : Semantics of the verb give, ignoring tense. The core consists of a DRS introducing an event discourse referent e and relating it to the arguments using thematic role relations. The modifier semantics is applied to e, the result is combined with the core DRS using merge reduction (;). The rest is largely for dealing with NP arguments.",
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"text": "categories that determine the ways in which constituents are allowed to combine, right of it are semantic categories that specify the semantics of a constituent based on the semantics of the constituents that combined to form it. There are a number of combinatory rules besides forward application, and each specifies syntax and semantics in a similar way. Boxer's most important task is thus to assign a semantics to each word; given the derivation, the semantics of each phrase then follows deterministically. The semantics of all functor categories, such as verbs and prepositions, must be prepared to combine with their arguments and therefore must be functions. They are specified using the notation of the lambda calculus. For example, the semantics of a ditransitive verb has the form \u03bbio.\u03bbdo.\u03bbsu.sent where io, do, su are variables standing for the semantics of the indirect object, the direct object and the subject respectively, reflecting the order in which the verb arguments combine syntactically, and sent is the semantics of the resulting sentence, specified in terms of the verb meaning and io, do, su.",
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"text": "Boxer uses a neo-Davidsonian event semantics, expressing verb meanings using event individuals that permit an unlimited number of verb modifiers. This motivated a decision to represent sentence meanings themselves as functions-from event properties to sentence meanings-to allow modifiers to combine with them. sent above is therefore always of the form \u03bbmp.drs where mp is a variable standing for an event property and drs is an expression that evaluates to a proper truth-theoretic meaning representation in the form of a discourse representation structure (DRS; Kamp and Reyle, 1993) .",
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"text": "Kamp and Reyle, 1993)",
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"text": "All noun phrases are analyzed as generalized quantifiers, i.e. functions from individual properties to DRSs. Figure 1 shows the semantics of a member and every member as examples. Verb semantics take the status of NPs as generalized quantifiers into account by using predicate abstraction: they apply an NP semantics to a property that expresses the core verb meaning, modifier meanings, and meanings of any previously absorbed arguments. For example, for a ditransitive verb, the drs part above has the form (su@\u03bbx.(do@\u03bby.(io@\u03bbz.drs ))). Figure 2 shows a full semantics of the verb give.",
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"text": "3 Scope-mediating Categories",
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"text": "It is easy to see from Figure 2 that in our lexical-semantic framework, it is the semantics of a verb that determines the relative scope of its arguments. For example, with the given lexical entry, the sentence A lecturer gave every student a book receives an interpretation with a unique lecturer, but if we swap the substrings su@\u03bbx and io@\u03bby, every student got a book from a potentially distinct lecturer. We thus account for scope ambiguity by giving verbs different interpretations, as in the proposal of Hendriks (1993) . Boxer can generate an appropriate lexical entry for any scope order given a tag on the verb encoding the scope order of arguments-e.g., for a three-place verb, one of 312, 321, 132, 123, 231, 213. ",
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"text": "Scope interactions involving universal quantifiers and mediated by prepositions can roughly be classified along three binary distinctions: whether the preposition attaches to a verb or a noun, whether it is the object of the preposition or the phrase it attaches to that contains the universal quantifier, and whether the universal quantifier takes wide scope over the other argument of the preposition. Table 1 has an example for each situation. Whether the universal quantifier must take wide scope depends on the desired interpretation. It should take wide scope if the non-universal argument introduces an entity that is non-specific, i.e. whose extension depends on the instantiation of the universally quantified-over variable. In this case, the universal argument should take wide scope. This is the case in (a-d). On the other hand, if the non-universal argument introduces an existentially quantified-over variable that is necessarily the same for all instantiations of the universally quantified-over variable, the non-universal argument must take wide scope. This is the case in (e-h). There are also cases were neither of the two criteria applies, e.g. because the non-universal argument is a definite that should be interpreted at a global level. Examples are shown ; (p@x)) \u03bbobj.\u03bbnp.\u03bbp.((obj@\u03bby.(np@\u03bbx.( of(x, y)",
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"text": "; (p@x)))) \u03bbp. x state(x) \u21d2 (p@x) > NP\\NP \u03bbnp.\u03bbp. x state(x) \u21d2 (np@\u03bby.( of(x, y) ; p@y)) < NP \u03bbp. x state(x) \u21d2 ( y leader(y) of(x, y) ; (p@x))",
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"text": "Figure 4: NP derivation with wide-scope modifier in (i-l). Finally, in rare cases, both of the aforementioned criteria may apply simultaneously. The only example we found of this in the corpus is given in (1) below, where the modifier in all major cities and towns should be outscoped by an Islamic alliance, but outscope members. In such cases, our scheme is too coarse-grained to derive the desired semantics.",
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"text": "(1)",
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"text": "Members of an Islamic alliance and other parties took to the streets Saturday in all major cities and towns, where speakers denounced General Musharraf for breaking his promise. [50/0210] Scope alternation in these configurations can be effected using just two scope tags on prepositions, indicating modifier wide scope (inv as in a,c,f,h) vs. modified constituent wide scope (noninv as in b,d,e,g). For cases like (i-l), one tag can be used as the default. In the case of verb phrase modifiers, preposition semantics effecting the desired scope behavior are straightforward to implement (Figure 5 ). For noun phrase modifiers, things are trickier. Firstly, narrow-scope modifiers need to apply to individual properties whereas wide-scope modifiers need to apply to generalized quantifiers. The easiest way to ensure this is to give the preposition the syntactic type ((N \\N )/NP ) in the former case and ((NP \\NP )/NP ) in the latter before parsing. Thus, in this case, the syntactic structure is affected. Both categories are well supported in the standard model of the C&C parser trained on CCGbank (Hockenmaier and Steedman, 2007) , and although the assignment of lexical categories is integrated with parsing, the parser can be forced using tricks to pick a particular category. Example derivations for both cases are shown in Figures 3 and 4 .",
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"text": "The second issue with noun phrase modifiers is more severe: specific modifiers of universally quantified noun phrases as in (f) cannot be accounted for in a similar way without heavily modifying the lexical-semantic framework because universally quantified noun phrases keep only their nuclear scope open for modification, not their restrictor. We will return to this limitation in the discussion. \u03bbobj.\u03bbvp.\u03bbsubj.\u03bbmp.((vp@subj)@\u03bbe.(obj@\u03bby.( with(e, y)",
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"text": "; (mp@e)))) \u03bbobj.\u03bbvp.\u03bbsubj.\u03bbmp.(obj@\u03bby.((vp@subj)@\u03bbe.( with(e, y)",
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"text": "; (mp@e)))) Figure 5 : Two possible semantics of a preposition attaching to a VP. Syntactically, it combines first with its object, then with the VP, then the resulting extended VP combines with the subject, hence \u03bbobj.\u03bbvp.\u03bbsubj.... Semantically, in the first entry, vp is first applied to subj, yielding a sentence meaning, which is then modified by applying it to an event property (\u03bbe....). In the second entry, application to the preposition object to the corresponding property is moved out of the scope of all of this to give it scope over the verb and its arguments. In both cases, the additional \u03bbmp ensures that a proper sentence meaning results, allowing for additional modifiers.",
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"text": "For studying quantifier scope interactions in the wild, we use the Groningen Meaning Bank (GMB), a freely available annotated English corpus of currently a little over 1 million tokens in 7,600 documents, made up mainly of political news, country descriptions, fables and legal text. Since a pilot study showed that clear deviations from the default scope order of verbal arguments (subject > objects in surface order) is very rare (only 12 of 206 cases), we decided to focus on scope interactions mediated by prepositions. Using the syntactic annotation of the GMB we extracted all prepositions where either the object or the modified constituent contains one of the universally-quantifying determiners every, each and all. We discarded prepositions serving as discourse connectives as in With all ballots cast, people are awaiting the results because they relate propositions to each other rather than individuals with which we are concerned. We also discarded prepositions that are part of fixed expressions such as in all, at all, as well as the of in NPs such as all of the leaders, which we assume to mean the same as all leaders. Finally, we cast aside the prepositions including, excluding and except as deserving special treatment not within the scope of this work. This left us with 456 instances which were manually annotated by one annotator for scope behavior. The counts are shown in the last column of Table 1. In cases of doubt, we generally preferred annotations resulting in the logically weaker reading. For example, in (2), we could either assume a separate termination event for each banking license or a single termination event for them all, and we preferred the former by giving the universal quantifier wide scope.",
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"text": "(2) the International Banking Repeal Act of 2002 resulted in the termination of all offshore banking licenses [03/0688]",
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"text": "Our approach deals with scope alternation at the level of functor semantics, thus is syntactically constrained. There are some scope orderings, such as interleaved verb arguments and modifiers, that it cannot derive. Also, specific indefinites pose problems in cases such as (f), and will probably show need for special treatment even more clearly once we broaden our attention to their interactions with intensional verbs and negation, see e.g. Geurts (2010) . A more powerful account of indefinites is proposed within CCG in Steedman (2012) . However, it remains to be seen whether it can be implemented efficiently within a wide-coverage parser, see Kartsaklis (2010) . Another phenomenon we haven't dealt with yet is scope interaction between universals and negation. Nevertheless, our approach is empirically successful at accounting for 96% of all cases in some of the most common syntactic configurations giving rise to scope ambiguities involving universal quantifiers, namely modification of NPs and VPs by preposition phrases. It is also a straightforward extension to an existing semantic parsing system given an annotation of the input text with a layer of scope tags. In future work, we plan to provide this layer automatically by adapting techniques for the statistical resolution of scope, such as that of Manshadi and Allen (2011) .",
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"ref_entries": {
"FIGREF0": {
"type_str": "figure",
"text": "NP \u03bbx. head(x)\u03bbobj.\u03bbp.\u03bbx.((p@x); (obj@\u03bby. of(x, y)",
"uris": null,
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},
"TABREF0": {
"html": null,
"text": "Eight types of scope interaction involving universal quantifiers, mediated by a preposition. Columns indicate what the preposition attaches to (verb or noun phrase), which of its arguments contains the universal quantifier (object or the phrase it attaches to), and whether the universal quantifier has wide or narrow scope. All examples are from the Groningen Meaning Bank (GMB); numbers in brackets are GMB document identifiers.",
"num": null,
"type_str": "table",
"content": "<table><tr><td>att \u2200 in \u2200 scope example</td></tr></table>"
}
}
}
}