Hostname: page-component-74656f9884-j7cmm Total loading time: 0 Render date: 2026-11-07T09:16:41.175Z Has data issue: false hasContentIssue false

Citation function, polarity and influence classification

Published online by Cambridge University Press:  09 April 2017

MYRIAM HERNÁNDEZ-ALVAREZ
Affiliation:
Escuela Politécnica Nacional, Facultad de Ingeniería de, Sistemas, Quito, Ecuador e-mail: myriam.hernandez@epn.edu.ec
JOSÉ M. GOMEZ SORIANO
Affiliation:
Dpto. de Lenguajes y, Sistemas Informáticos, Universidad de Alicante, Alicante, España e-mails: jmgomez@ua.es; patricio@dlsi.ua.es
PATRICIO MARTÍNEZ-BARCO
Affiliation:
Dpto. de Lenguajes y, Sistemas Informáticos, Universidad de Alicante, Alicante, España e-mails: jmgomez@ua.es; patricio@dlsi.ua.es
Rights & Permissions [Opens in a new window]

Abstract

Current methods for assessing the impact of authors and scientific media employ tools such as H-Index, Co-Citation and PageRank. These tools are primarily based on citation counting, which considers all citations to be equal. This type of methods can produce perverse incentives to publish controversial or incomplete papers, as mixed or negative reviews often generate larger citation counts and better indexes, regardless of whether the citations were critical or exerted minimal influence on the citing document. Passing citations that are employed to establish background, which do not have a real impact on the citing paper, are common in scientific literature. However, these citations have equal weight in impact evaluations. Notable researchers have emphasized the need to correct this situation by developing estimation methods that consider the different roles of quotations in citing papers. To accomplish this type of evaluation, a context citation analysis should be applied to determine the nature of the citations. We propose that citations should be categorized using four dimensions – FUNCTION, POLARITY, ASPECTS and INFLUENCE – as these dimensions provide adequate information that can be employed toward the generation of a qualitative method to measure the impact of a given publication in a citing paper. In this paper, we used interchangeably the words influence and impact. We present a method for obtaining this information using our proposed classification scheme and manually annotated corpus, which is marked with meaningful keywords and labels to help identify the characteristics or properties that constitute what we call ASPECTS. We develop a classification scheme which considers purpose definition shared by previous works. Our contribution is to abstract purpose classes from several other schemes and divide a complex structure in more manageable parts, to attain a simple system that combines low granularity dimensions but nevertheless produces a fine-grained classification. For annotators, the classification process is simple because in a first step, the coders distinguish only four primary classes, and in a second pass, they add the information contained in ASPECTS keyword and labels to obtain the more specific functions. This way, we gain a high granularity labeling that gives enough information about the citations to characterize and classify them, and we achieve this detailed coding with a straightforward process where the level of human error could be minimized.

Information

Type
Articles
Copyright
Copyright © Cambridge University Press 2017 
Figure 0

Fig. 1. Corpus annotation and classification process.

Figure 1

Table 1. Context length selected by annotators

Figure 2

Table 2. Review of categories for citation functions and polarity classifications used in related works

Figure 3

Table 3. Proposed function classification scheme

Figure 4

Table 4. Proposed influence classification scheme

Figure 5

Table 5. Inter-annotator agreement for function annotation

Figure 6

Table 6. Inter-annotator agreement for polarity annotation

Figure 7

Table 7. Polarity mapped to function

Figure 8

Table 8. Performance summary for function using Naïve Bayes algorithm and bag-of-words

Figure 9

Table 9. Accuracy by function class using Naïve Bayes

Figure 10

Table 10. Confusion matrix for function classification using Naïve Bayes

Figure 11

Table 11. Performance summary for polarity using Naïve Bayes algorithm and bag-of-words

Figure 12

Table 12. Accuracy by polarity class using Naïve Bayes algorithm and bag-of-words

Figure 13

Table 13. Confusion matrix for polarity classification using Naïve Bayes and bag-of-words

Figure 14

Table 14. Performance summary for function classification using SMO and annotated features

Figure 15

Table 15. Accuracy by function class using SMO and annotated features

Figure 16

Table 16. Confusion matrix for function using SMO and annotated features

Figure 17

Table 17. Performance summary for polarity using SMO algorithm and annotated features

Figure 18

Table 18. Accuracy by polarity class using SMO and annotated features

Figure 19

Table 19. Confusion matrix for polarity using SMO and annotated features

Figure 20

Table 20. Influence classification performance

Figure 21

Table 21. Confusion matrix for influence evaluation