Rchr
J-GLOBAL ID:201901005100607589   Update date: Jul. 16, 2024

MORINO Kai

MORINO Kai
Affiliation and department:
Job title: 准教授
Research field  (1): Mathematical informatics
Research keywords  (3): データマイニング ,  非線形科学 ,  数理工学
Research theme for competitive and other funds  (4):
  • 2020 - 2025 マルチモードイメージング情報を基盤とするITによる作物生産プロセスの熟成
  • 2020 - 2023 多種多様な相互作用を持った系における頑健性の解析
  • 2015 - 2020 Establishing Theoretical Foundations for Mathematical Modeling of Pathological Biosystems and its Applications to Personalized Medicine
  • 2014 - 2017 Nonlinear dynamical analysis of recovery of network function
Papers (28):
  • Yusuke Sakemi, Kai Morino, Timothée Leleu, Kazuyuki Aihara. Model-size reduction for reservoir computing by concatenating internal states through time. Scientific Reports. 2020. 10. 1
  • Yusuke Sakemi, Kai Morino, Takashi Morie, Kazuyuki AIHARA. A Supervised Learning Algorithm for Multilayer Spiking Neural Networks Based on Temporal Coding Toward Energy-Efficient VLSI Processor Design. arXiv. 2020. 2001.05348 [cs.NE]
  • 酒見悠介, 森野佳生. スパイキングニューラルネットワークにおける深層学習. 生産研究. 2019. 71. 2. 159-167
  • oshito HIRATA, Kai Morino, Chris J. O’CALLAGHAN, S. Larry GOLDENBERG, Celestia S. HIGANO, Keyue DING, Koichiro AKAKURA, Kazuyuki AIHARA. Castration Resistance Implies the Existence of Matastasis in Prostate Cancer. METR technical report. 2019. METR 2019-20
  • Yoshito Hirata, Kai Morino, Koichiro Akakura, Celestia S. Higano, Kazuyuki Aihara. Personalizing androgen suppression for prostate cancer using mathematical modeling. Scientific Reports. 2018. 8. 1
more...
MISC (5):
Work history (4):
  • 2019/10 - 現在 Kyushu University
  • 2016/10 - 2019/09 The University of Tokyo Institute of Industrial Science
  • 2013/04 - 2016/09 The University of Tokyo The Graduate School of Information Science and Technology, Department of Mathematical Informatics
  • 2011/04 - 2013/03 日本学術振興会特別研究員 DC2
Committee career (1):
  • 2013/04 - 2016/03 日本応用数理学会 学会誌「応用数理」編集委員
Awards (1):
  • 2016 - 日本応用数理学会 日本応用数理学会業績賞(B. 応用を重点とするもの) 前立腺癌の間欠的内分泌療法に関する数理的アプローチ
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