Shinsaku Sakaue
Shinsaku Sakaue

About Me

I am a research scientist at CyberAgent AI Lab, a project researcher at NII (under JST BOOST program), and a visiting scientist at RIKEN AIP. Previously, I was a project assistant professor at UTokyo IST, and a researcher at NTT CS Lab.

Interests
  • Discrete/Continuous Optimization
  • Online Learning
  • Algorithmic Game Theory
Education
  • PhD Informatics

    Kyoto University

  • MSc Information Science and Technology

    The University of Tokyo

  • BEng Mathematical Engineering

    The University of Tokyo

Experience

  1. Research Scientist

    CyberAgent AI Lab
  2. Project Researcher

    NII Principles of Informatics Research Division
  3. Visiting Scientist

    RIKEN Center for Advanced Intelligence Project
  4. Project Assistant Professor

    The University of Tokyo
  5. Visiting Scientist

    RIKEN Center for Advanced Intelligence Project
  6. Researcher

    NTT Communication Science Laboratories

Education

  1. PhD Informatics

    Kyoto University
  2. MSc Information Science and Technology

    The University of Tokyo
  3. BEng Mathematical Engineering

    The University of Tokyo
Awards
IEICE TC-IBISML Research Award 2017
IBISML ∙ November 2018
Teaching
  • Exercise course of geometry (2020–2024 Autumn, The University of Tokyo)
  • Short exercise course of numerical methods (2020 Spring & Autumn, The University of Tokyo)
  • Short exercise course of discrete methods (2022–2024 Spring & Autumn, The University of Tokyo)
Featured Papers
All Papers
(2025). Non-Stationary online structured prediction with surrogate losses. arXiv [cs.LG].
(2025). Any-stepsize gradient descent for separable data under Fenchel–Young losses. Advances in Neural Information Processing Systems (NeurIPS), Spotlight, to appear..
(2025). Bandit and delayed feedback in online structured prediction. Advances in Neural Information Processing Systems (NeurIPS), to appear.
(2025). Online inverse linear optimization: Efficient logarithmic-regret algorithm, robustness to suboptimality, and lower bound. Advances in Neural Information Processing Systems (NeurIPS), to appear.
(2025). Rate constant matrix contraction method for stiff master equations with detailed balance. SIAM Journal on Scientific Computing, to appear..