Presentation 2022-06-27
Additive Cumulative Link Model with Total Variation Regularization
Hiroya Iyori, Shin Matsushima,
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Abstract(in Japanese) (See Japanese page)
Abstract(in English) In many fields such as medical research and social science, data on an ordinal scale are often obtained. Problems in which the target variable is given on the ordinal scale are called ordinal regression. Ordinal regression has different characteristics from those of regression and classification problems. In supervised learning of the ordinal regression problems, interpretability of the learned model is very important as well as its predictive performance. In this paper, we extend the generalized additive model with total variation regularization to ordinal regression problems and propose a additive cumulative logit model with total varition regularization (TVACLM) that achieves good performance in both perspectives from interpretability and prediction.
Keyword(in Japanese) (See Japanese page)
Keyword(in English) Ordinal regression / interpretability / additive model / total variation regularization
Paper # NC2022-8,IBISML2022-8
Date of Issue 2022-06-20 (NC, IBISML)

Conference Information
Committee NC / IBISML / IPSJ-BIO / IPSJ-MPS
Conference Date 2022/6/27(3days)
Place (in Japanese) (See Japanese page)
Place (in English)
Topics (in Japanese) (See Japanese page)
Topics (in English)
Chair Hiroshi Yamakawa(Univ of Tokyo) / Masashi Sugiyama(Univ. of Tokyo)
Vice Chair Hirokazu Tanaka(Tokyo City Univ.) / Toshihiro Kamishima(AIST) / Koji Tsuda(Univ. of Tokyo)
Secretary Hirokazu Tanaka(NTT) / Toshihiro Kamishima(NICT) / Koji Tsuda(NTT) / (Hokkaido Univ.)
Assistant Yoshimasa Tawatsuji(Waseda Univ.) / Tomoki Kurikawa(KMU) / Yoshinobu Kawahara(Osaka Univ.) / Taiji Suzuki(Tokyo Inst. of Tech.)

Paper Information
Registration To Technical Committee on Neurocomputing / Technical Committee on Infomation-Based Induction Sciences and Machine Learning / Special Interest Group on Bioinformatics and Genomics / Special Interest Group on Mathematical Modeling and Problem Solving
Language JPN
Title (in Japanese) (See Japanese page)
Sub Title (in Japanese) (See Japanese page)
Title (in English) Additive Cumulative Link Model with Total Variation Regularization
Sub Title (in English)
Keyword(1) Ordinal regression
Keyword(2) interpretability
Keyword(3) additive model
Keyword(4) total variation regularization
1st Author's Name Hiroya Iyori
1st Author's Affiliation the University of Tokyo(Univ. of Tokyo)
2nd Author's Name Shin Matsushima
2nd Author's Affiliation the University of Tokyo(Univ. of Tokyo)
Date 2022-06-27
Paper # NC2022-8,IBISML2022-8
Volume (vol) vol.122
Number (no) NC-89,IBISML-90
Page pp.pp.69-75(NC), pp.69-75(IBISML),
#Pages 7
Date of Issue 2022-06-20 (NC, IBISML)