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Expected Shortfall Regression for High-Dimensional Additive Models

Expected Shortfall Regression for High-Dimensional Additive Models
Digital規格・テクニカルリポート類
本田, 敏雄, PENG, Po-HsiangGraduate School of Economics, Hitotsubashi University2025-02
Available onlineOther Libraries in Japan
  • Subject Headingexpected shortfall quantile regression group Lasso group SCAD B-spline basis additive models

Sparse quantile regression via ℓ０-penalty

Sparse quantile regression via ℓ０-penalty
Paper規格・テクニカルリポート類
本田, 敏雄Graduate School of Economics, Hitotsubashi University2023-11-01
Other Libraries in Japan
  • Subject Heading...ation criteria B-spline basis additive models varying coeff...

Sparse quantile regression via ℓ０-penalty

Sparse quantile regression via ℓ０-penalty
Digital規格・テクニカルリポート類
本田, 敏雄, WU, Wei-YingGraduate School of Economics, Hitotsubashi University2024-11
Available onlineOther Libraries in Japan
  • Subject Heading...ation criteria B-spline basis linear model additive models ...

Forward Variable Selection for Sparse Ultra-High Dimensional Generalized Varying Coefficient Models

Forward Variable Selection for Sparse Ultra-High Dimensional Generalized Varying Coefficient Models
Digital規格・テクニカルリポート類
本田, 敏雄, Lin, Chien-TongGraduate School of Economics, Hitotsubashi University2020-02
Available onlineOther Libraries in Japan
  • Subject HeadingB-spline basis forward procedure maximum lik...

Variable selection and structure identification for varying coefficient Cox models

Variable selection and structure identification for varying coefficient Cox models
Digital規格・テクニカルリポート類
本田, 敏雄, 矢部, 竜太Graduate School of Economics, Hitotsubashi University2017-01
Available onlineOther Libraries in Japan
  • Subject Heading...ta group Lasso B-spline basis structured nonparametric regr...

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