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Applying Clustering and Topic Modeling to Automatic Analysis of Citizens’ Comments in EGovernment
Author(s) -
Gunay Y. Niftaliyeva
Publication year - 2020
Publication title -
international journal of information technology and computer science
Language(s) - English
Resource type - Journals
eISSN - 2074-9015
pISSN - 2074-9007
DOI - 10.5815/ijitcs.2020.06.01
Subject(s) - computer science , cluster analysis , topic model , quality (philosophy) , data mining , similarity (geometry) , government (linguistics) , set (abstract data type) , information retrieval , document clustering , semantic similarity , semantic analysis (machine learning) , measure (data warehouse) , data science , artificial intelligence , image (mathematics) , philosophy , linguistics , epistemology , programming language
The paper proposes an approach to analyze citizens' comments in e-government using topic modeling and clustering algorithms. The main purpose of the proposed approach is to determine what topics are the citizens' commentaries about written in the e-government environment and to improve the quality of e-services. One of the methods used to determine this is topic modeling methods. In the proposed approach, first citizens' comments are clustered and then the topics are extracted from each cluster. Thus, we can determine which topics are discussed by citizens. However, in the usage of clustering and topic modeling methods appear some problems. These problems include the size of the vectors and the collection of semantically related of documents in different clusters. Considering this, the semantic similarity of words is used in the approach to reduce measure. Therefore, we only save one of the words that are semantically similar to each other and throw the others away. So, the size of the vector is reduced. Then the documents are clustered and topics are extracted from each cluster. The proposed method can significantly reduce the size of a large set of documents, save time spent on the analysis of this data, and improve the quality of clustering and LDA algorithm.

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