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Cross-Domain Sentiment Classification
    via Spectral Feature Alignment
   Author: Sinno Jialin Pan, Xiaochuan Ni, Jian-Tao Sun,
                 QiangYang, Zheng Chen
                   IW3C2, WWW2010
              Presenter: Rei-Zhe Liu, 5/25
Outline
 Introduction
 Problem setting
 Spectral domain-specific feature alignment
 Experiments
 Conclusion
Introduction(1/1)
 In this paper, we target at finding an effective approach for
  the cross-domain sentiment classification problem.
 We propose a spectral feature alignment algorithm to find a
  new representation for cross-domain sentiment data.
 Construct a bipartite graph to model the co-occurrence
  relationship between domain-specific words and domain-
  independent words.
Problem setting(1/3)
Problem setting(2/3)
Problem setting(3/3)
 The problem is how to construct such an ideal representation
  as shown in Table 3.
   Using domain-independent words
Spectral domain-specific feature
           alignment
Domain-independent feature
selection(1/1)
 Our strategy is to select domain-independent features based
  on their frequency in both domains.
 Given the number l of domain-independent features to be
  selected, we choose features that occur more than k times in
  both the source and target domains.
 k is set to be the largest number such that we get at least l
  such features.
Bipartite feature graph
construction(1/3)
 We set the window size to be the maximum length of all
  documents.

 We want to show that by construction a simple bipartite
  graph and adapting spectral clustering techniques on it, we
  can relate domain-specific features effectively.
Bipartite feature graph
construction(2/3)
Bipartite feature graph
construction(3/3)
 They tend to be very related and will be aligned to a same
  cluster with high probability,
   if two domain-specific features are connected to many common
    domain-independent features.
   if two domain-independent features are connected to many
    common domain-specific features.
Spectral feature clustering(1/2)
 Given the feature bipartite graph G, our goal is to learn a feature
  alignment mapping function

   where m is the number of all features, l is the number of domain-
    independent features and m-l is the number of domain-specific
    features, k is the number of principle components.
Feature augmentation(1/2)
 In practice, we may not be able to identify domain-
  independent features correctly and thus fail to perform
  feature alignment perfectly.
 A tradeoff parameter γ is used in this feature augmentation
  to balance the effect of original features and new features.
 So, for each data example xi, the new feature representation
  is defined as
Experiments
Datasets
 The first dataset is from Blitzer et al.
 The second dataset is from Amazon, Yelp and Citysearch.
   Each review is assigned a sentiment label, +1 or -1.
   Construct 12 tasks for each dataset. (ex: dvds->kitchen,
    dvds->books, …)
Overall comparison results
Conclusion
 In our framework, we first build a bipartite graph between
  domain-independent and domain-specific features.
 We propose a SFA algorithm to align the domain-specific
  words from the source and target domains into meaningful
  clusters, with the help of domain-independent words as a
  bridge.
 Our experimental results demonstrate the effectiveness of
  our proposed framework.

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Cross domain sentiment classification via spectral feature alignment

  • 1. Cross-Domain Sentiment Classification via Spectral Feature Alignment Author: Sinno Jialin Pan, Xiaochuan Ni, Jian-Tao Sun, QiangYang, Zheng Chen IW3C2, WWW2010 Presenter: Rei-Zhe Liu, 5/25
  • 2. Outline  Introduction  Problem setting  Spectral domain-specific feature alignment  Experiments  Conclusion
  • 3. Introduction(1/1)  In this paper, we target at finding an effective approach for the cross-domain sentiment classification problem.  We propose a spectral feature alignment algorithm to find a new representation for cross-domain sentiment data.  Construct a bipartite graph to model the co-occurrence relationship between domain-specific words and domain- independent words.
  • 6. Problem setting(3/3)  The problem is how to construct such an ideal representation as shown in Table 3.  Using domain-independent words
  • 8. Domain-independent feature selection(1/1)  Our strategy is to select domain-independent features based on their frequency in both domains.  Given the number l of domain-independent features to be selected, we choose features that occur more than k times in both the source and target domains.  k is set to be the largest number such that we get at least l such features.
  • 9. Bipartite feature graph construction(1/3)  We set the window size to be the maximum length of all documents.  We want to show that by construction a simple bipartite graph and adapting spectral clustering techniques on it, we can relate domain-specific features effectively.
  • 11. Bipartite feature graph construction(3/3)  They tend to be very related and will be aligned to a same cluster with high probability,  if two domain-specific features are connected to many common domain-independent features.  if two domain-independent features are connected to many common domain-specific features.
  • 12. Spectral feature clustering(1/2)  Given the feature bipartite graph G, our goal is to learn a feature alignment mapping function  where m is the number of all features, l is the number of domain- independent features and m-l is the number of domain-specific features, k is the number of principle components.
  • 13.
  • 14. Feature augmentation(1/2)  In practice, we may not be able to identify domain- independent features correctly and thus fail to perform feature alignment perfectly.  A tradeoff parameter γ is used in this feature augmentation to balance the effect of original features and new features.  So, for each data example xi, the new feature representation is defined as
  • 15.
  • 17. Datasets  The first dataset is from Blitzer et al.  The second dataset is from Amazon, Yelp and Citysearch.  Each review is assigned a sentiment label, +1 or -1.  Construct 12 tasks for each dataset. (ex: dvds->kitchen, dvds->books, …)
  • 19.
  • 20. Conclusion  In our framework, we first build a bipartite graph between domain-independent and domain-specific features.  We propose a SFA algorithm to align the domain-specific words from the source and target domains into meaningful clusters, with the help of domain-independent words as a bridge.  Our experimental results demonstrate the effectiveness of our proposed framework.