Entry He:2012:ISP from talip.bib
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BibTeX entry
@Article{He:2012:ISP,
author = "Yulan He",
title = "Incorporating Sentiment Prior Knowledge for Weakly
Supervised Sentiment Analysis",
journal = j-TALIP,
volume = "11",
number = "2",
pages = "4:1--4:??",
month = jun,
year = "2012",
DOI = "https://doi.org/10.1145/2184436.2184437",
ISSN = "1530-0226 (print), 1558-3430 (electronic)",
ISSN-L = "1530-0226",
bibdate = "Tue Jun 12 11:20:16 MDT 2012",
bibsource = "http://portal.acm.org/;
http://www.math.utah.edu/pub/tex/bib/talip.bib",
abstract = "This article presents two novel approaches for
incorporating sentiment prior knowledge into the topic
model for weakly supervised sentiment analysis where
sentiment labels are considered as topics. One is by
modifying the Dirichlet prior for topic-word
distribution (LDA-DP), the other is by augmenting the
model objective function through adding terms that
express preferences on expectations of sentiment labels
of the lexicon words using generalized expectation
criteria (LDA-GE). We conducted extensive experiments
on English movie review data and multi-domain sentiment
dataset as well as Chinese product reviews about mobile
phones, digital cameras, MP3 players, and monitors. The
results show that while both LDA-DP and LDA-GE perform
comparably to existing weakly supervised sentiment
classification algorithms, they are much simpler and
computationally efficient, rendering them more suitable
for online and real-time sentiment classification on
the Web. We observed that LDA-GE is more effective than
LDA-DP, suggesting that it should be preferred when
considering employing the topic model for sentiment
analysis. Moreover, both models are able to extract
highly domain-salient polarity words from text.",
acknowledgement = ack-nhfb,
articleno = "4",
fjournal = "ACM Transactions on Asian Language Information
Processing (TALIP)",
journal-URL = "http://portal.acm.org/browse_dl.cfm?&idx=J820",
}
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7(3)9,
7(3)10,
8(1)2,
8(4)18,
9(1)2,
9(3)12,
10(3)15,
11(1)2,
11(3)11,
12(3)9,
13(1)2
- when,
5(2)89,
6(3)9,
6(3)11,
7(2)6,
7(4)11,
7(4)13,
8(1)3,
8(4)16,
8(4)17,
9(1)3,
9(2)5,
9(3)11,
9(3)12,
9(4)13,
12(1)2,
12(4)14,
13(2)8,
13(3)12
- where,
7(3)8,
7(3)9,
7(3)10,
8(2)7,
8(2)8,
9(1)3,
9(2)7,
9(4)13,
10(4)18,
11(4)16,
12(1)3,
12(4)14
- while,
5(2)165,
8(1)2,
8(4)18,
9(4)15,
10(1)4,
10(3)15,
11(2)5,
12(3)10,
12(3)11,
13(1)1,
13(2)8,
13(3)12,
13(3)14