Vector Space Semantic Parsing: A Framework for Compositional ...
Vector Space Semantic Parsing: A Framework for Compositional ...
Vector Space Semantic Parsing: A Framework for Compositional ...
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WSM<br />
parameters<br />
VSM tags trans.<br />
VSM 1 noT noNo<br />
VSM 2 yesT noNo<br />
VSM 3 yesT noIdf<br />
LSA tags trans. dim.<br />
LSA 1 noT logEnt 900<br />
LSA 2 yesT noNo 300<br />
LSA 3 noT noIdf 300<br />
HAL tags win s. ret. c.<br />
HAL 1 noT 5 20000<br />
HAL 2 yesT 5 20000<br />
HAL 3 noT 2 10000<br />
HAL 4 yesT 5 all<br />
COALS tags ret. c.<br />
COALS 1 noT 7000<br />
COALS 2 yesT 7000<br />
RI tags win. s. vec. s. perm.<br />
RI 1 noT 2 4000 no<br />
RI 2 noT 4 4000 no<br />
RI 3 noT 2 4000 yes<br />
Table 5: Parameters of WSMs (Section 2) which,<br />
combined with particular Measures, achieved the<br />
highest average correlation in TrValD.<br />
Douglas L. Rohde, Laura M. Gonnerman, and David C.<br />
Plaut. 2005. An improved model of semantic similarity<br />
based on lexical co-occurrence. Unpublished<br />
manuscript.<br />
Magnus Sahlgren, Anders Holst, and Pentti Kanerva.<br />
2008. Permutations as a means to encode order in<br />
word space. In V. Sloutsky, B. Love, and K. Mcrae,<br />
editors, Proceedings of the 30th Annual Conference<br />
of the Cognitive Science Society, pages 1300–1305.<br />
Cognitive Science Society, Austin, TX.<br />
Measure<br />
parameters<br />
SU sim. ∗ W H M<br />
SU 1 cos plus log 30 3<br />
SU 2 cos plus log 100 5<br />
SU 3 cos mult log 12 2<br />
SU 4 cos mult log 80 4<br />
SU 5 cos mult log 4 3<br />
EN sim. func. x<br />
EN 1 cos min sim<br />
EN 2 cos avg sim<br />
EN 3 cos min –dist<br />
CO sim. ∗<br />
CO 1 cos ⊕<br />
NE sim. O<br />
NE 1 cos 1000<br />
NE 2 cos 500<br />
NE 3 cos 50<br />
NE 4 cor 500<br />
NE 5 cos 20<br />
Table 6: Parameters of Measures (Section 3)<br />
which, combined with particular WSMs, achieved<br />
the highest average correlation in TrValD.<br />
highdimensional semantic space. In ACM SIGIR<br />
2004 Workshop on Mathematical/Formal Methods<br />
in In<strong>for</strong>mation Retrieval.<br />
Peter D. Turney and Patrick Pantel. 2010. From frequency<br />
to meaning: vector space models of semantics.<br />
J. Artif. Int. Res., 37(1):141–188.<br />
Magnus Sahlgren. 2005. An introduction to random<br />
indexing. In Methods and Applications of <strong>Semantic</strong><br />
Indexing Workshop at the 7th International Conference<br />
on Terminology and Knowledge Engineering,<br />
Leipzig, Germany.<br />
Magnus Sahlgren. 2006. The Word-<strong>Space</strong> Model: Using<br />
distributional analysis to represent syntagmatic<br />
and paradigmatic relations between words in highdimensional<br />
vector spaces. Ph.D. thesis, Stockholm<br />
University.<br />
Gerard Salton. 1971. The SMART Retrieval System;<br />
Experiments in Automatic Document Processing.<br />
Prentice-Hall, Inc., Upper Saddle River, NJ,<br />
USA.<br />
Dawei Song, Peter Bruza, and Richard Cole. 2004.<br />
Concept learning and in<strong>for</strong>mation inferencing on a<br />
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