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International:
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Mariko Yamamura, Mineaki Ohishi & Hirokazu Yanagihara.
Spatio-temporal adaptive fused Lasso for proportion data.
The 13th KES International Conference on Intelligent Decision Technologies,
Invited Session: Spatial Data Analysis and Sparse Estimation.
KES Virtual Conference Centre.
2021/6/14 -- 16.
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Mineaki Ohishi, Kensuke Okamura, Yoshimichi Itoh & Hirokazu Yanagihara.
Optimizations for categorizations of explanatory variables in linear regression via generalized fused Lasso.
The 13th KES International Conference on Intelligent Decision Technologies,
Invited Session: Spatial Data Analysis and Sparse Estimation.
KES Virtual Conference Centre.
2021/6/14 -- 16.
(Video).
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Keisuke Fukui, Mineaki Ohishi, Mariko Yamamura & Hirokazu Yanagihara.
A fast optimization method for additive model via partial generalized ridge regression.
The 12th KES International Conference on Intelligent Decision Technologies,
Invited Session: High-Dimensional Data Analysis and Its Applications.
KES Virtual Conference Centre.
2020/6/17 -- 19.
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Mineaki Ohishi, Hirokazu Yanagihara & Hirofumi Wakaki.
Optimization of generalized Cp criterion for selecting ridge parameters in generalized ridge regression.
The 12th KES International Conference on Intelligent Decision Technologies,
Invited Session: High-Dimensional Data Analysis and Its Applications.
KES Virtual Conference Centre.
2020/6/17 -- 19.
(Video).
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Mineaki Ohishi & Hirokazu Yanagihara.
A fast algorithm for solving model selection criterion minimization problem in generalized ridge.
IMS - Asia Pacific Rim Meeting 2018,
Contributed Paper Sessions.
National University of Singapore.
2018/6/26 -- 29.
(Oral).
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Mineaki Ohishi & Hirokazu Yanagihara.
Equivalence under optimal regularization parameters between generalized ridge and adaptive-Lasso estimates in linear regression with orthogonal explanatory variables.
Hiroshima Statistics Study Group seminars.
Radiation Effects Research Foundation, Hiroshima.
2017/11/24.
(Oral).
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Mineaki Ohishi & Hirokazu Yanagihara.
Equivalence between adaptive-Lasso and generalized ridge estimates in linear regression with orthogonal explanatory variables after optimizing regularization parameters.
Capital Normal University-Hiroshima University Joint conference on Mathematics.
Capital Normal University, Beijing, China.
2017/9/21 -- 22.
(Oral).