Hachiya Hirotaka | Department Of Computer Science Tokyo Institute Of Technology
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概要
関連著者
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Hachiya Hirotaka
Department Of Computer Science Tokyo Institute Of Technology
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Sugiyama Masashi
Department Of Chemistry Faculty Of Science Tokyo University Of Science
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Sugiyama Masashi
Department of Applied Chemistry, Yamanashi University
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Hachiya Hirotaka
Tokyo Inst. Of Technol.
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Sugiyama Masashi
Department Of Computer Science Tokyo Institute Of Technology
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MORIMURA Tetsuro
IBM Research - Tokyo
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Sugiyama Masashi
Tokyo Inst. Of Technol.
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SUGIYAMA Masashi
Department of Computer Science, Tokyo Institute of Technology
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Niu Gang
Department Of Computer Science Tokyo Institute Of Technology
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Yamada Makoto
Department Of Chemistry And Biomolecular Science Toho University
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JITKRITTUM Wittawat
Department of Computer Science, Tokyo Institute of Technology
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Sugiyama Masashi
Tokyo Inst. Of Technol. Tokyo Jpn
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KASHIMA Hisashi
Department of Mathematical Informatics, the University of Tokyo
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Akiyama Takayuki
Department of Computer Science, Tokyo Institute of Technology
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Akiyama Takayuki
Department Of Computer Science Tokyo Institute Of Technology
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Suzuki Taiji
Department Of Mathematical Informatics Graduate School Of Information Science And Technology Univers
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YAMADA Makoto
Tokyo Institute of Technology
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Kanamori Takafumi
Department Of Computer Science And Mathematical Informatics Nagoya University
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Yamada Makoto
Tokyo Inst. Of Technol.
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Zhao Tingting
Department Of Computer Science Tokyo Institute Of Technology
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Xie Ning
Department Of Computer Science Tokyo Institute Of Technology
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Makino Takaki
Institute Of Industrial Science University Of Tokyo
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Nam Hyunha
Department Of Computer Science Tokyo Institute To Technology
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DAI Bo
Department of Computer Science, Purdue University
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Yamada Makoto
Department Of Chemistry Faculty Of Science Okayama University Of Science
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Kimura Manabu
Department Of Materials Science And Engineering Metal Section Nagoya Institute Of Technology
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Suzuki Taiji
University of Tokyo
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PETERS Jan
Max-Planck Institute for Biological Cybernetics Dept. Scholkopf
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Kimura Manabu
Department Of Computer Science Tokyo Institute Of Technology
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ZHAO Tingting
Department of Computer Science, Tokyo Institute of Technology
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NIU Gang
Department of Computer Science, Tokyo Institute of Technology
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Kashima Hisashi
Department Of Mathematical Informatics Graduate School Of Information Science And Technology The Uni
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Kashima Hisashi
Department Of Mathematical Informatics The University Of Tokyo
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Sugiyama Masashi
Department Of Computer Science Tokyo Institute To Technology
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NAM Hyunha
Department of Computer Science, Tokyo Institute of Technology
著作論文
- Statistical active learning for efficient value function approximation in reinforcement learning (ニューロコンピューティング)
- Least Absolute Policy Iteration — A Robust Approach to Value Function Approximation
- Adaptive importance sampling with automatic model selection in value function approximation (ニューロコンピューティング)
- Information-maximization clustering: analytic solution and model selection (情報論的学習理論と機械学習)
- New feature selection method for reinforcement learning: conditional mutual information reveals implicit state-reward dependency (情報論的学習理論と機械学習)
- Least Absolute Policy Iteration-A Robust Approach to Value Function Approximation
- Adaptive importance sampling with automatic model selection in reward weighted regression (ニューロコンピューティング)
- Analysis and improvement of policy gradient estimation (情報論的学習理論と機械学習)
- Artist agent A[2]: stroke painterly rendering based on reinforcement learning (パターン認識・メディア理解)
- Artist agent A[2]: stroke painterly rendering based on reinforcement learning (情報論的学習理論と機械学習)
- Modified Newton Approach to Policy Search (情報論的学習理論と機械学習)
- Computationally Efficient Multi-Label Classification by Least-Squares Probabilistic Classifier (情報論的学習理論と機械学習)
- Relative Density-Ratio Estimation for Robust Distribution Comparison (情報論的学習理論と機械学習)
- Modified Newton Approach to Policy Search
- Squared-loss Mutual Information Regularization
- Computationally Efficient Multi-Label Classification by Least-Squares Probabilistic Classifier
- Feature Selection via l_1-Penalized Squared-Loss Mutual Information
- Relative Density-Ratio Estimation for Robust Distribution Comparison
- Efficient Sample Reuse in Policy Gradients with Parameter-based Exploration (情報論的学習理論と機械学習)
- Squared-loss Mutual Information Regularization