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Published in: Journal of Intelligent Information Systems 3/2021

23-03-2021

LDA-based term profiles for expert finding in a political setting

Authors: Luis M. de Campos, Juan M. Fernández-Luna, Juan F. Huete, Luis Redondo-Expósito

Published in: Journal of Intelligent Information Systems | Issue 3/2021

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Abstract

A common task in many political institutions (i.e. Parliament) is to find politicians who are experts in a particular field. In order to tackle this problem, the first step is to obtain politician profiles which include their interests, and these can be automatically learned from their speeches. As a politician may have various areas of expertise, one alternative is to use a set of subprofiles, each of which covers a different subject. In this study, we propose a novel approach for this task by using latent Dirichlet allocation (LDA) to determine the main underlying topics of each political speech, and to distribute the related terms among the different topic-based subprofiles. With this objective, we propose the use of fifteen distance and similarity measures to automatically determine the optimal number of topics discussed in a document, and to demonstrate that every measure converges into five strategies: Euclidean, Dice, Sorensen, Cosine and Overlap. Our experimental results showed that the scores of the different accuracy metrics of the proposed strategies tended to be higher than those of the baselines for expert recommendation tasks, and that the use of an appropriate number of topics has proved relevant.

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Appendix
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Footnotes
1
We could also apply LDA iteratively only to the documents associated to each candidate, thereby obtaining specific topics for each candidate. In this article, we prefer to explore the usefulness of global topics, although the other approach will be considered in the future.
 
2
The number of topics being considered, k, is an input parameter of the LDA process.
 
3
Although other different ways of restoring the original frequency counts are possible we believe that, for practical purposes, the possible differences for the whole process are not important.
 
4
If, for example, the probability p(x|d) of a topic given document d is zero, then the subdocument associated to this topic will be empty.
 
5
For example, in the experiments conducted later in this paper, we use k = 24, 70, 300.
 
6
This is obtained by the overlap, Canberra and divergence measures.
 
7
This is also obtained by the Hamming, Chebyshev and Neyman measures.
 
8
and also the Jaccard measure.
 
9
This is also obtained by the Czekanowski, Ruzicka, Soergel and Kulczynski measures.
 
10
We did in fact conduct experiments with the other option, working at the document and term level, and obtained worse results. The reason for this is probably that terms which are very representative of improbable topics, i.e. those with high p(x|t, d) but low p(x|d), generate their own small subdocuments, resulting in small subprofiles.
 
12
We do not use recall@10 because in most cases there are more than 10 relevant MPs for each query. It should also be noted that when @nr metrics are considered, the recall and precision values are the same.
 
13
We have tried other values of α and β but the results do not differ too much from the ones presented here, so we decided to include only these by-default values in the paper.
 
15
We have also conducted experiments with other models such as BM25 and Vector Space and the results are very similar to those presented in this paper with LM.
 
16
Elements from the EUROVOC thesaurus (https://​data.​europa.​eu/​euodp/​en/​data/​dataset/​eurovoc) which are manually allocated by Parliament staff to each initiative.
 
17
Only those MPs who have participated at least 10 times in the training set (a total of 132 different MPs) have been considered.
 
18
In the other four partitions, the numbers are very similar and tendencies are maintained.
 
19
Similar results are obtained when considering the other values of k.
 
20
The normalized entropy of a distribution over n possible outcomes, with probabilities p1,p2,...,pn, is defined as \(H_{n}(p) = -{\sum }_{i} \frac {p_{i} \log _{b} p_{i}}{\log _{b} n}.\)
 
21
Distributed memory as the training algorithm, window of 5 words and a minimal frequency of 5 to consider a word for training.
 
22
We tried with higher number of epochs but the accuracy value converges pretty fast in train and validation sets and the accuracy results on test were quite similar.
 
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Metadata
Title
LDA-based term profiles for expert finding in a political setting
Authors
Luis M. de Campos
Juan M. Fernández-Luna
Juan F. Huete
Luis Redondo-Expósito
Publication date
23-03-2021
Publisher
Springer US
Published in
Journal of Intelligent Information Systems / Issue 3/2021
Print ISSN: 0925-9902
Electronic ISSN: 1573-7675
DOI
https://doi.org/10.1007/s10844-021-00636-x

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