Literature DB >> 28070226

Cost-sensitive Performance Metric for Comparing Multiple Ordinal Classifiers.

Nysia I George1, Tzu-Pin Lu2, Ching-Wei Chang1.   

Abstract

The surge of interest in personalized and precision medicine during recent years has increased the application of ordinal classification problems in biomedical science. Currently, accuracy, Kendall's τb , and average mean absolute error are three commonly used metrics for evaluating the effectiveness of an ordinal classifier. Although there are benefits to each, no single metric considers the benefits of predictive accuracy with the tradeoffs of misclassification cost. In addition, decision analysis that considers pairwise analysis of the metrics is not trivial due to inconsistent findings. A new cost-sensitive metric is proposed to find the optimal tradeoff between the two most critical performance measures of a classification task - accuracy and cost. The proposed method accounts for an inherent ordinal data structure, total misclassification cost of a classifier, and imbalanced class distribution. The strengths of the new methodology are demonstrated through analyses of three real cancer datasets and four simulation studies. The new cost-sensitive metric proved better performance in its ability to identify the best ordinal classifier for a given analysis. The performance metric devised in this study provides a comprehensive tool for comparative analysis of multiple (and competing) ordinal classifiers. Consideration of the tradeoff between accuracy and misclassification cost in decisions regarding ordinal classification problems is imperative in real-world application. The work presented here is a precursor to the possibility of incorporating the proposed metric into a prediction modeling algorithm for ordinal data as a means of integrating misclassification cost in final model selection.

Entities:  

Keywords:  Classification; Cost-sensitive; Misclassification; Ordinal classification; Ordinal data; Performance metric

Year:  2016        PMID: 28070226      PMCID: PMC5217743          DOI: 10.5430/air.v5n1p135

Source DB:  PubMed          Journal:  Artif Intell Res        ISSN: 1927-6974


  10 in total

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2.  Support vector ordinal regression.

Authors:  Wei Chu; S Sathiya Keerthi
Journal:  Neural Comput       Date:  2007-03       Impact factor: 2.026

3.  The unimodal model for the classification of ordinal data.

Authors:  Joaquim F Pinto da Costa; Hugo Alonso; Jaime S Cardoso
Journal:  Neural Netw       Date:  2007-11-17

4.  Index for rating diagnostic tests.

Authors:  W J YOUDEN
Journal:  Cancer       Date:  1950-01       Impact factor: 6.860

5.  rpartOrdinal: An R Package for Deriving a Classification Tree for Predicting an Ordinal Response.

Authors:  Kellie J Archer
Journal:  J Stat Softw       Date:  2010-04-01       Impact factor: 6.440

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Authors:  Tzu-Pin Lu; Mong-Hsun Tsai; Jang-Ming Lee; Chung-Ping Hsu; Pei-Chun Chen; Chung-Wu Lin; Jin-Yuan Shih; Pan-Chyr Yang; Chuhsing Kate Hsiao; Liang-Chuan Lai; Eric Y Chuang
Journal:  Cancer Epidemiol Biomarkers Prev       Date:  2010-08-27       Impact factor: 4.254

8.  L1 penalized continuation ratio models for ordinal response prediction using high-dimensional datasets.

Authors:  K J Archer; A A A Williams
Journal:  Stat Med       Date:  2012-02-23       Impact factor: 2.373

9.  Experimentally derived metastasis gene expression profile predicts recurrence and death in patients with colon cancer.

Authors:  J Joshua Smith; Natasha G Deane; Fei Wu; Nipun B Merchant; Bing Zhang; Aixiang Jiang; Pengcheng Lu; J Chad Johnson; Carl Schmidt; Christina E Bailey; Steven Eschrich; Christian Kis; Shawn Levy; M Kay Washington; Martin J Heslin; Robert J Coffey; Timothy J Yeatman; Yu Shyr; R Daniel Beauchamp
Journal:  Gastroenterology       Date:  2009-11-13       Impact factor: 22.682

10.  Integrated genomic analyses of ovarian carcinoma.

Authors: 
Journal:  Nature       Date:  2011-06-29       Impact factor: 49.962

  10 in total
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2.  Agreement and Reliability Analysis of Machine Learning Scaling and Wireless Monitoring in the Assessment of Acute Proximal Weakness by Experts and Non-Experts: A Feasibility Study.

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