<?xml version="1.0"?><!DOCTYPE article SYSTEM "/project/take/software/searchbench_offline_processing/paperxml_generator/aclextractor/src/python/../resource/dtd/paperxml.dtd"><article><header><firstpageheader><page local="1" global="464"/><title>UTH: SVM-based Semantic Relation Classification using Physical Sizes</title><pubinfo>Proceedings of the 4th International Workshop on Semantic Evaluations (SemEval-2007),pages 464-467, Prague, June 2007. ©2007 Association for Computational Linguistics</pubinfo><author surname="Imai" givenname="Takeshi"><org  name="University of Tokyo" country="Japan" city="Tokyo"/></author><author surname="Miyo" givenname="Kengo"><org  name="University of Tokyo" country="Japan" city="Tokyo"/></author><author surname="Ohe" givenname="Kazuhiko"><org  name="University of Tokyo" country="Japan" city="Tokyo"/></author><author surname="Aramaki" givenname="Eiji"><org  name="University of Tokyo" country="Japan" city="Tokyo"/></author></firstpageheader><frontmatter><p><b>UTH: Semantic Relation Classification using Physical Sizes</b></p><p><b>Eiji ARAMAKI      Takeshi IMAI      Kengo MIYO      Kazuhiko OHE</b></p><p>The University of Tokyo Hospital department 7-3-1 Hongo, Bunkyo-ku, Tokyo 113-8656, Japan aramaki@hcc.h.u-tokyo.ac.jp</p></frontmatter><abstract>Although researchers have shown increas­ing interest in extracting/classifying seman­tic relations, most previous studies have ba­sically relied on lexical patterns between terms. This paper proposes a novel way to accomplish the task: a system that captures a physical size of an entity. Experimental results revealed that our proposed method is feasible and prevents the problems inherent in other methods. </abstract></header><body><section number="1" title="Introduction"><p>Classification of semantic relations is important to NLP as it would benefit many NLP applications, such as machine translation and information re­trieval.</p><p>Researchers have already proposed various schemes. For example, Hearst (1992) manually de­signed lexico-syntactic patterns for extracting is-a relations. Berland and Charniak (1999) proposed a similar method for part-whole relations. Brin (1998) employed a bootstrapping algorithm for more spe­cific relations (author-book relations). Kim and Baldwin (2006) and Moldovan et al.(2004) focused on nominal relations in compound nouns. Turney (2005) measured relation similarity between two words. While these methods differ, they all utilize lexical patterns between two entities.</p><p>Within this context, our goal was to utilize infor­mation specific to an entity. Although entities con­tain many types of information, we focused on the <b>physical size </b>of an entity. Here, <b>physical size </b>refers to the typical width/height of an entity. For example, we consider <i>book </i>to have a physical size of 20 <i>x </i>25 cm, and <i>book </i>to have a size of 10 <i>x </i>10 m, etc.</p><p>We chose to use physical size for the following reasons:</p><p>1. Most entities (except abstract entities) have a physical size.</p><p>2. Several semantic relations are sensitive to phys­ical size. For example, a content-container rela­tion (el content-container e2) naturally means that el has a smaller size than e2.A <i>book </i>is also smaller than its container, <i>library. </i>A part-whole relation has a similar constraint.</p><p>Our next problem was how to determine physi­cal sizes. First, we used Google to conduct Web searches using queries such as <i>"book (*cm x*cmj" </i>and <i>"library (*m x*mf \ </i>Next, we extracted numeric expressions from the search results and used the av­erage value as the physical size.</p><p>Experimental results revealed that our proposed approach is feasible and prevents the problems in­herent in other methods.</p></section><section number="2" title="Corpus"><p>We used a corpus provided by SemEval2007 Task #4 training set. This corpus consisted of 980 anno­tated sentences (140 sentences<i>x </i>7 relations). Table 1 presents an example.</p><p>Although the corpus contained a large quantity of information such as WordNet sense keys, comments, etc., we used only the most pertinent information: entity1 <i>(e</i>l ), entity2 <i>(e</i>2), and its relation (true/false)<page local="2" global="465"/></p><doubt alpha="56.2" length="219" tooSmall="False" monospace="0.0">The &lt;e1&gt;library&lt;/e1&gt; contained &lt;e2&gt;books &lt;/e2&gt; of guidance on the processes. WordNet(e1)  = "library\%1:14:00::", WordNet(e2)   = "book\%1:10:00::", Content-Container(e2,  e1)   = "true", Query = "the * contained books"</doubt><table caption="Table 1: An Example of Task#4 Corpus."></table><figure caption="Figure 1: Three types of Features."></figure><footnote label="1">. For example, we extracted a triple example (li­brary, book, true from Table 1.</footnote></section><section number="3" title="Method"><p>We applied support vector machine (SVM)-based learning (Vapnik, 1999) using three types of fea­tures: (1) basic pattern features (Section 3.1), (2) se­lected pattern features (Section 3.2), and (3) physical size features (Section 3.3). Figure 1 presents some examples of these features.</p><subsection number="3.1" title="Basic Pattern Features"><p>First, the system finds lexical patterns that co-occur with semantic relations between two entities <i>(e</i>l and e2). It does so by conducting searches using two queries <i>"el*e2"</i><i> </i>and "e2*e1". For example, two queries, <i>"library * book' </i>and <i>"book * library', </i>are generated from Table 1.</p><p>Then, the system extracts the word (or word se­quences) between two entities from the snippets in the top 1,000 search results. We considered the ex­tracted word sequences to be basic patterns. For ex­ample, given <i>"...library contains the book...", </i>the ba­sic pattern is <i>"(el) contains the (e2)"<footnote anchor="2"/>.</i></p><footnote label="1">Our system is classified as an A4 system, and therefore does not use WordNet or Query.</footnote><footnote label="2">This operation does not handle any stop-words Therefore,</footnote><p>We gathered basic patterns for each relation, and identified if each pattern had been obtained as a SVM feature or not (1 or 0). We refer to these fea­tures as <b>basic pattern features.</b></p></subsection><subsection number="3.2" title="Selected Pattern Features"><p>Because basic pattern features are generated only from snippets, precise co-occurrence statistics are not available. Therefore, the system searches again with more specific queries, such as <i>"library contains the book". </i>However, this second search is a heavy burden for a search engine, requiring huge numbers of queries (# of samples <i>x </i># of basic patterns).</p><p>We thus selected the most informative <i>n </i>patterns (STEP1) and conducted specific searches (# of sam­ples <i>x n </i>basic patterns)(STEP2) as follows:</p><p><b>STEP1: </b>To select the most informative patterns, we applied a decision tree (C4.5)(Quinlan, 1987) and selected the basic patterns located in the top <i>n </i>branches <footnote anchor="3"/>.</p><p><b>STEP2: </b>Then, the system searched again us­ing the selected patterns. We considered log weighted hits (log10 <i>\</i><i> </i><i>hits\)</i><i> </i>to be selected pat­tern features. For example, if <i>"library contains the book" </i>produced 120,000 hits in Google, it yields the value log10 (12,000) = 5.</p></subsection><subsection number="3.3" title="Physical Size Features"><p>As noted in Section 1, we theorized that an entity's size could be a strong clue for some semantic rela­tions.</p><p>We estimated entity size using the following queries:</p><doubt alpha="40.7" length="27" tooSmall="False" monospace="0.0">1."&lt;entity &gt;(* cm x * cm)",</doubt><doubt alpha="37.5" length="24" tooSmall="False" monospace="0.0">2."&lt;entity &gt;(* x * cm)",</doubt><doubt alpha="42.9" length="21" tooSmall="False" monospace="0.0">3."&lt;entity &gt;(*mx*m)",</doubt><p>4. <b><i>"&lt;entity &gt; </i></b>(* x * m)".</p><p>In these queries, <i>&lt;entity</i><i> </i><i>&gt;</i><i> </i>indicates a slot for each entity, such as <i>"book", "library", </i>etc. Then, the system examines the search results for the numerous expressions located in "*" and considers the average value to be the size.</p><p><i>"(e1) contains THE (e2)" </i>and <i>"(e1) contains (e2)" </i>are different patterns.</p><footnote label="3">In the experiments in Section 4, we set n = 10.</footnote><page local="3" global="466"/><p>When results of size expressions were insufficient (numbers &lt; 10), we considered the entity to be nonphysical, i.e., to have no size.</p><p>By applying the obtained sizes, the system gener­ates a size feature, consisting of six flags:</p><doubt alpha="51.1" length="45" tooSmall="False" monospace="0.0">1.LARGE-e1:(el's X&gt;e2's X) and(el's Y&gt;e2's Y)</doubt><doubt alpha="48.9" length="45" tooSmall="False" monospace="0.0">2.LARGE-e2:(e1's X&lt;e2's X) and(el's Y&lt;e2's Y)</doubt><p>3. <b>NOSIZE-e1: </b>only el has no size.</p><p>4. <b>NOSIZE-e2: </b>only <b><i>e</i></b>2 has no size.</p><p>5. <b>NOSIZE-BOTH: </b>Both el and e2 have no size.</p><p>6. <b>OTHER: </b>Other.</p></subsection></section><section number="4" title="Experiments"><subsection number="4.1" title="Experimental Set-up"><p>To evaluate the performance of our system, we used a SemEval-Task No#4 training set. We com­pared the following methods using a ten-fold cross-validation test:</p><p>1. <b>BASELINE: </b>with only basic pattern features.</p><p>2. <b>+SIZE: </b>BASELINE with size features.</p><p>3. <b>+SEL: </b>BASELINE with selected pattern features.</p></subsection></section><section number="4." title="PROPOSED: BASELINE with both size and selected"><p>pattern features.</p><p>For SVM learning, we used TinySVM with a lin­ear kernel<footnote anchor="4"/> .</p><subsection number="4.2" title="Results"><p>Table 2 presents the results. PROPOSED was the most accurate, demonstrating the basic feasibility of our approach.</p><p>Table 3 presents more detailed results. +SIZE made a contribution to some relations (REL2 and REL4). Particularly for REL4, +SIZE significantly boosted accuracy (using McNemar tests (Gillick and</p><footnote label="4">http://chasen.org/ taku/software/TinySVM/</footnote><figure caption='Figure 2: The Size of a "Car".'></figure><p>Cox, 1989); <i>p </i>= 0.05). However, contrary to our ex­pectations, size features were disappointing for part-whole relations (REL6) and content-container rela­tions (REL7).</p><p>The reason for this was mainly the difficulty in es­timating size. Table 4 lists the sizes of several enti­ties, revealing some strange results, such as a <i>library </i>sized 12.1 <i>x </i>8.4 cm, a <i>house </i>sized 53 <i>x </i>38 cm, and a <i>car </i>sized 39 <i>x </i>25 cm. These sizes are unusually small for the following reasons:</p></subsection></section><section number="1." title='Some entities (e.g ."car") rarely appear with their size,'><p>2. In contrast, entities such as <i>"toy car</i>"or<i>"mini car" </i>frequently appear with a size.</p><p>Figure 2 presents the size distribution of <i>"car." </i>Few instances appeared of real cars sized approxi­mately 500 <i>x </i>400 cm, while very small cars smaller than 100 <i>x </i>100 cm appeared frequently. Our current method of calculating average size is ineffective un­der this type of situation.</p><p>In the future, using physical size as a clue for de­termining a semantic relation will require resolving this problem.</p></section><section number="5" title="Conclusion"><p>We briefly presented a method for obtaining the size of an entity and proposed a method for classifying semantic relations using entity size. Experimental results revealed that the proposed approach yielded slightly higher performance than a baseline, demon­strating its feasibility. If we are able to estimate en-<page local="4" global="467"/></p><table caption="Table 2: Results." class="main" frame="box" rules="all" border="1" regular="False"><tr class="row"><td class="cell"></td><td class="cell"></td><td class="cell"></td><td class="cell"></td><td class="cell"></td><td class="cell"></td></tr><tr class="row"><td class="cell"></td><td class="cell"><p></p></td><td class="cell"><p>Precision</p></td><td class="cell"><p>Recall</p></td><td class="cell"><p><b><i>Fß=1</i></b></p></td><td class="cell"></td></tr><tr class="row"><td class="cell"></td><td class="cell"><p>PROPOSED</p></td><td class="cell"><p><b>0.57 (=284/497)</b></p></td><td class="cell"><p><b>0.60 (=284/471)</b></p></td><td class="cell"><p><b>0.58</b></p></td><td class="cell"></td></tr><tr class="row"><td class="cell"></td><td class="cell"><p>+SEL</p></td><td class="cell"><p>0.56 (=281/496)</p></td><td class="cell"><p>0.59 (=281/471)</p></td><td class="cell"><p>0.57</p></td><td class="cell"></td></tr><tr class="row"><td class="cell"></td><td class="cell"><p>+SIZE</p></td><td class="cell"><p>0.53 (=269/507)</p></td><td class="cell"><p>0.57 (=269/471)</p></td><td class="cell"><p>0.54</p></td><td class="cell"></td></tr><tr class="row"><td class="cell"></td><td class="cell"><p>BASELINE</p></td><td class="cell"><p>0.53 (=259/487)</p></td><td class="cell"><p>0.54 (=259/471)</p></td><td class="cell"><p>0.53</p></td><td class="cell"></td></tr><tr class="row"><td class="cell"></td><td class="cell"></td><td class="cell"></td><td class="cell"></td><td class="cell"></td><td class="cell"></td></tr></table><p>"#" indicates the number of obtained size expressions.</p><p>"-" indicates a "NO-SIZE" entity.</p><p>tity sizes more precisely in the future, the system will become much more accurate.</p><table caption="Table 3: Detailed Results." class="main" frame="box" rules="all" border="0" regular="False"><tr class="row"><td class="cell"></td><td class="cell"></td><td class="cell"></td><td class="cell"></td><td class="cell"></td><td class="cell"></td><td class="cell"></td><td class="cell"></td><td class="cell"></td><td class="cell"></td><td class="cell"></td><td class="cell"></td></tr><tr class="row"><td class="cell"></td><td class="cell"><p>Relation</p></td><td class="cell"><p></p></td><td class="cell"><p>PROPOSED</p></td><td class="cell"><p>+SEL</p></td><td class="cell"><p>+SIZE</p></td><td class="cell"><p>BASELINE</p></td><td class="cell"></td></tr><tr class="row"><td class="cell"></td><td class="cell"><p></p></td><td class="cell"><p>Precision</p></td><td class="cell"><p><b>0.60</b></p></td><td class="cell"><p><b>(=50/83)</b></p></td><td class="cell"><p>0.56</p></td><td class="cell"><p>(=53/93)</p></td><td class="cell"><p>0.54</p></td><td class="cell"><p>(=53/98)</p></td><td class="cell"><p>0.50</p></td><td class="cell"><p>(=53/106)</p></td><td class="cell"></td></tr><tr class="row"><td class="cell"></td><td class="cell"><p>REL1</p></td><td class="cell"><p>Recall</p></td><td class="cell"><p>0.68</p></td><td class="cell"><p>(=50/73)</p></td><td class="cell"><p><b>0.72</b></p></td><td class="cell"><p><b>(=53/73)</b></p></td><td class="cell"><p><b>0.72</b></p></td><td class="cell"><p><b>(=53/73)</b></p></td><td class="cell"><p><b>0.72</b></p></td><td class="cell"><p><b>(=53/73)</b></p></td><td class="cell"></td></tr><tr class="row"><td class="cell"></td><td class="cell"><p>(Cause-Effect)</p></td><td class="cell"><p><b><i>Fß=1</i></b></p></td><td class="cell"><p><b>0.64</b></p></td><td class="cell"><p></p></td><td class="cell"><p>0.63</p></td><td class="cell"><p></p></td><td class="cell"><p>0.59</p></td><td class="cell"><p></p></td><td class="cell"><p>0.61</p></td><td class="cell"><p></p></td><td class="cell"></td></tr><tr class="row"><td class="cell"></td><td class="cell"><p></p></td><td class="cell"><p>Precision</p></td><td class="cell"><p>0.59</p></td><td class="cell"><p>(=43/72)</p></td><td class="cell"><p><b>0.60</b></p></td><td class="cell"><p><b>(=44/73)</b></p></td><td class="cell"><p>0.56</p></td><td class="cell"><p>(=45/79)</p></td><td class="cell"><p>0.55</p></td><td class="cell"><p>(=44/79)</p></td><td class="cell"></td></tr><tr class="row"><td class="cell"></td><td class="cell"><p>REL2</p></td><td class="cell"><p>Recall</p></td><td class="cell"><p>0.60</p></td><td class="cell"><p>(=43/71)</p></td><td class="cell"><p>0.61</p></td><td class="cell"><p>(=44/71)</p></td><td class="cell"><p><b>0.63</b></p></td><td class="cell"><p><b>(=45/71)</b></p></td><td class="cell"><p>0.61</p></td><td class="cell"><p>(=44/71)</p></td><td class="cell"></td></tr><tr class="row"><td class="cell"></td><td class="cell"><p>(Instrument-Agency)</p></td><td class="cell"><p><b><i>Fß=1</i></b></p></td><td class="cell"><p>0.60</p></td><td class="cell"><p></p></td><td class="cell"><p><b>0.61</b></p></td><td class="cell"><p></p></td><td class="cell"><p>0.59</p></td><td class="cell"><p></p></td><td class="cell"><p>0.58</p></td><td class="cell"><p></p></td><td class="cell"></td></tr><tr class="row"><td class="cell"></td><td class="cell"><p></p></td><td class="cell"><p>Precision</p></td><td class="cell"><p>0.70</p></td><td class="cell"><p>(=56/80)</p></td><td class="cell"><p><b>0</b>.73</p></td><td class="cell"><p><b>(=55/75)</b></p></td><td class="cell"><p>0.65</p></td><td class="cell"><p>(=54/82)</p></td><td class="cell"><p>0.68</p></td><td class="cell"><p>(=51/74)</p></td><td class="cell"></td></tr><tr class="row"><td class="cell"></td><td class="cell"><p>REL3</p></td><td class="cell"><p>Recall</p></td><td class="cell"><p><b>0.65</b></p></td><td class="cell"><p><b>(=56/85)</b></p></td><td class="cell"><p>0.64</p></td><td class="cell"><p>(=55/85)</p></td><td class="cell"><p>0.63</p></td><td class="cell"><p>(=54/85)</p></td><td class="cell"><p>0.60</p></td><td class="cell"><p>(=51/85)</p></td><td class="cell"></td></tr><tr class="row"><td class="cell"></td><td class="cell"><p>(Product-Producer)</p></td><td class="cell"><p><b><i>Fß=1</i></b></p></td><td class="cell"><p>0.67</p></td><td class="cell"><p></p></td><td class="cell"><p><b>0.68</b></p></td><td class="cell"><p></p></td><td class="cell"><p>0.64</p></td><td class="cell"><p></p></td><td class="cell"><p>0.64</p></td><td class="cell"><p></p></td><td class="cell"></td></tr><tr class="row"><td class="cell"></td><td class="cell"><p></p></td><td class="cell"><p>Precision</p></td><td class="cell"><p>0.41</p></td><td class="cell"><p>(=23/56)</p></td><td class="cell"><p>0.35</p></td><td class="cell"><p>(=18/51)</p></td><td class="cell"><p>0.48</p></td><td class="cell"><p>(=24/49)</p></td><td class="cell"><p><b>0.52</b></p></td><td class="cell"><p><b>(=13/25)</b></p></td><td class="cell"></td></tr><tr class="row"><td class="cell"></td><td class="cell"><p>REL4</p></td><td class="cell"><p>Recall</p></td><td class="cell"><p>0.42</p></td><td class="cell"><p>(=23/54)</p></td><td class="cell"><p>0.33</p></td><td class="cell"><p>(=18/54)</p></td><td class="cell"><p><b>0.44</b></p></td><td class="cell"><p><b>(=24/54)</b></p></td><td class="cell"><p>0.24</p></td><td class="cell"><p>(=13/54)</p></td><td class="cell"></td></tr><tr class="row"><td class="cell"></td><td class="cell"><p>(Origin-Entity)</p></td><td class="cell"><p><b><i>Fß=1</i></b></p></td><td class="cell"><p>0.41</p></td><td class="cell"><p></p></td><td class="cell"><p>0.34</p></td><td class="cell"><p></p></td><td class="cell"><p><b>0.46</b></p></td><td class="cell"><p></p></td><td class="cell"><p>0.32</p></td><td class="cell"><p></p></td><td class="cell"></td></tr><tr class="row"><td class="cell"></td><td class="cell"><p></p></td><td class="cell"><p>Precision</p></td><td class="cell"><p><b>0.62</b></p></td><td class="cell"><p><b>(=40/64)</b></p></td><td class="cell"><p>0.61</p></td><td class="cell"><p>(=40/65)</p></td><td class="cell"><p>0.56</p></td><td class="cell"><p>(=28/50)</p></td><td class="cell"><p>0.56</p></td><td class="cell"><p>(=29/51)</p></td><td class="cell"></td></tr><tr class="row"><td class="cell"></td><td class="cell"><p>REL5</p></td><td class="cell"><p>Recall</p></td><td class="cell"><p><b>0.68</b></p></td><td class="cell"><p><b>(=40/58)</b></p></td><td class="cell"><p><b>0.68</b></p></td><td class="cell"><p><b>(=40/58)</b></p></td><td class="cell"><p>0.48</p></td><td class="cell"><p>(=28/58)</p></td><td class="cell"><p>0.50</p></td><td class="cell"><p>(=29/58)</p></td><td class="cell"></td></tr><tr class="row"><td class="cell"></td><td class="cell"><p>(Theme-Tool)</p></td><td class="cell"><p><b><i>Fß=1</i></b></p></td><td class="cell"><p><b>0.65</b></p></td><td class="cell"><p></p></td><td class="cell"><p><b>0.65</b></p></td><td class="cell"><p></p></td><td class="cell"><p>0.51</p></td><td class="cell"><p></p></td><td class="cell"><p>0.53</p></td><td class="cell"><p></p></td><td class="cell"></td></tr><tr class="row"><td class="cell"></td><td class="cell"><p></p></td><td class="cell"><p>Precision</p></td><td class="cell"><p>0.45</p></td><td class="cell"><p>(=46/101)</p></td><td class="cell"><p><b>0.46</b></p></td><td class="cell"><p><b>(=46/100)</b></p></td><td class="cell"><p>0.41</p></td><td class="cell"><p>(=49/118)</p></td><td class="cell"><p>0.43</p></td><td class="cell"><p>(=53/123)</p></td><td class="cell"></td></tr><tr class="row"><td class="cell"></td><td class="cell"><p>REL6</p></td><td class="cell"><p>Recall</p></td><td class="cell"><p>0.70</p></td><td class="cell"><p>(=46/65)</p></td><td class="cell"><p>0.70</p></td><td class="cell"><p>(=46/65)</p></td><td class="cell"><p>0.75</p></td><td class="cell"><p>(=49/65)</p></td><td class="cell"><p><b>0.81</b></p></td><td class="cell"><p><b>(=53/65)</b></p></td><td class="cell"></td></tr><tr class="row"><td class="cell"></td><td class="cell"><p>(Part-Whole)</p></td><td class="cell"><p><b><i>Fß=1</i></b></p></td><td class="cell"><p>0.55</p></td><td class="cell"><p></p></td><td class="cell"><p>0.55</p></td><td class="cell"><p></p></td><td class="cell"><p>0.53</p></td><td class="cell"><p></p></td><td class="cell"><p><b>0.56</b></p></td><td class="cell"><p></p></td><td class="cell"></td></tr><tr class="row"><td class="cell"></td><td class="cell"><p></p></td><td class="cell"><p>Precision</p></td><td class="cell"><p>0.63</p></td><td class="cell"><p>(26/41)</p></td><td class="cell"><p><b>0.64</b></p></td><td class="cell"><p><b>(=25/39)</b></p></td><td class="cell"><p>0.51</p></td><td class="cell"><p>(=16/31)</p></td><td class="cell"><p>0.55</p></td><td class="cell"><p>(=16/29)</p></td><td class="cell"></td></tr><tr class="row"><td class="cell"></td><td class="cell"><p>REL7</p></td><td class="cell"><p>Recall</p></td><td class="cell"><p><b>0.40</b></p></td><td class="cell"><p><b>(26/65)</b></p></td><td class="cell"><p>0.38</p></td><td class="cell"><p>(=25/65)</p></td><td class="cell"><p>0.24</p></td><td class="cell"><p>(=16/65)</p></td><td class="cell"><p>0.24</p></td><td class="cell"><p>(=16/65)</p></td><td class="cell"></td></tr><tr class="row"><td class="cell"></td><td class="cell"><p>(Content-Container)</p></td><td class="cell"><p><b><i>Fß=1</i></b></p></td><td class="cell"><p><b>0.49</b></p></td><td class="cell"><p></p></td><td class="cell"><p>0.48</p></td><td class="cell"><p></p></td><td class="cell"><p>0.33</p></td><td class="cell"><p></p></td><td class="cell"><p>0.34</p></td><td class="cell"><p></p></td><td class="cell"></td></tr><tr class="row"><td class="cell"></td><td class="cell"></td><td class="cell"></td><td class="cell"></td><td class="cell"></td><td class="cell"></td><td class="cell"></td><td class="cell"></td><td class="cell"></td><td class="cell"></td><td class="cell"></td><td class="cell"></td></tr></table><table caption="Table 4: Some Examples of Entity Sizes." class="main" frame="box" rules="all" border="0" regular="False"><tr class="row"><td class="cell"></td><td class="cell"></td><td class="cell"></td><td class="cell"></td><td class="cell"></td></tr><tr class="row"><td class="cell"></td><td class="cell"><p>entity</p></td><td class="cell"><p>#</p></td><td class="cell"><p>size</p></td><td class="cell"></td></tr><tr class="row"><td class="cell"></td><td class="cell"><p>library</p></td><td class="cell"><p>51</p></td><td class="cell"><p>12.1x8.4 m</p></td><td class="cell"></td></tr><tr class="row"><td class="cell"></td><td class="cell"><p>room</p></td><td class="cell"><p>204</p></td><td class="cell"><p>5.4x3.5 m</p></td><td class="cell"></td></tr><tr class="row"><td class="cell"></td><td class="cell"><p>man</p></td><td class="cell"><p>75</p></td><td class="cell"><p>1.5x0.5 m</p></td><td class="cell"></td></tr><tr class="row"><td class="cell"></td><td class="cell"><p>benches</p></td><td class="cell"><p>33</p></td><td class="cell"><p>93<i>x </i>42 cm</p></td><td class="cell"></td></tr><tr class="row"><td class="cell"></td><td class="cell"><p>granite</p></td><td class="cell"><p>68</p></td><td class="cell"><p>76<i>x </i>48 cm</p></td><td class="cell"></td></tr><tr class="row"><td class="cell"></td><td class="cell"><p>sink</p></td><td class="cell"><p>34</p></td><td class="cell"><p>57<i>x </i>25 cm</p></td><td class="cell"></td></tr><tr class="row"><td class="cell"></td><td class="cell"><p>house</p></td><td class="cell"><p>86</p></td><td class="cell"><p>53<i>x </i>38 cm</p></td><td class="cell"></td></tr><tr class="row"><td class="cell"></td><td class="cell"><p>books</p></td><td class="cell"><p>50</p></td><td class="cell"><p>46<i>x </i>24 cm</p></td><td class="cell"></td></tr><tr class="row"><td class="cell"></td><td class="cell"><p>car</p></td><td class="cell"><p>91</p></td><td class="cell"><p>39<i>x </i>25 cm</p></td><td class="cell"></td></tr><tr class="row"><td class="cell"></td><td class="cell"><p>turtles</p></td><td class="cell"><p>15</p></td><td class="cell"><p>38<i>x </i>23 cm</p></td><td class="cell"></td></tr><tr class="row"><td class="cell"></td><td class="cell"><p>food</p></td><td class="cell"><p>38</p></td><td class="cell"><p>35<i>x </i>26 cm</p></td><td class="cell"></td></tr><tr class="row"><td class="cell"></td><td class="cell"><p>oats</p></td><td class="cell"><p>16</p></td><td class="cell"><p>24<i>x </i>13 cm</p></td><td class="cell"></td></tr><tr class="row"><td class="cell"></td><td class="cell"><p>tumor shrinkage</p></td><td class="cell"><p>6</p></td><td class="cell"><p>-</p></td><td class="cell"></td></tr><tr class="row"><td class="cell"></td><td class="cell"><p>habitat degradation</p></td><td class="cell"><p>5</p></td><td class="cell"><p>-</p></td><td class="cell"></td></tr><tr class="row"><td class="cell"></td><td class="cell"></td><td class="cell"></td><td class="cell"></td><td class="cell"></td></tr></table></section><references><p>Matthew Berland and Eugene Charniak. 1999. Finding parts in very large corpora. In <i>Proceedings of the Annual Con­ference </i><i>ofthe</i><i> Association for Computational Linguistics (ACL1999), </i>pages 57-64.</p><p>Sergey Brin. 1998. Extracting patterns and relations from the world wide web. In <i>WebDB Workshop at 6th International Conference on Extending Database Technology, EDBT'98,</i> pages 172-183.</p><p>L. Gillickand SJCox. 1989. Some statistical issues in the com­parison of speech recognition algorithms. In <i>Proceedings of IEEE International Conference on Acoustics, Speech, and Signal Processing, </i>pages 532-535.</p><p>M. Hearst. 1992. Automatic acquisition of hyponyms from large text corpora. In <i>Proceedings ofInternational Confer­ence on Computational Linguistics (COLING1992)</i>, pages 539-545.</p><p>Su Nam Kim and Timothy Baldwin. 2006. Interpreting seman­tic relations in noun compounds via verb semantics. In <i>Pro­ceedings of the COLING/ACL 2006Main Conference Poster Sessions, </i>pages 491-498.</p><p>D. Moldovan, A. Badulescu, M. Tatu, D. Antohe, and R. Girju. 2004. Models for the semantic classification of noun phrases. <i>Proceedings of HLT/NAACL-2004 Workshop on Computational Lexical Semantics.</i></p><p>J.R. Quinlan. 1987. Simplifying decision trees. <i>International Journal of Man-Machine Studies, </i>27(1):221-234.</p><p>Peter D. Turney. 2005. Measuring semantic similarity by latent relational analysis. In <i>Proceedings ofthe Nineteenth Inter­national Joint Conference on Artificial Intelligence (IJCAI-</i>05), pages 1136-1141.</p><p>Vladimir Vapnik. 1999. <i>The Nature ofStatistical Learning Theory. </i>Springer-Verlag.</p></references></body></article>