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Tomoki Koike

Ph.D. Research Assistant
Georgia Institute of Technology, School of Aerospace Engineering
tkoike@gatech.edu


About Me

I am a Ph.D. student in the School of Aerospace Engineeing at Georgia Institute of Technology, where I am also pursuing a Master’s degree in the School of Computational Science and Engineering. I am a member of the Aerospace Computational Engineering (ACE) lab supervised under the helm of Dr. Elizabeth Qian.

My research focuses on developing data-driven model reduction techniques for large-scale dynamical systems, with applications in areas such as fluid dynamics and wind turbine modeling. Leveraging my background in control theory, I also work on creating stability-informed reduced-order models to ensure both efficiency and reliability. My ultimate goal is to develop innovative methods that enable faster, more cost-effective, and physically accurate simulations of large-scale systems, paving the way for advancements in digital twins, sim-to-real transitions, and other computational methods for real-world science and engineering challenges.

Research Interests

Upcoming Talks and Activities

Recent News

Publications

  1. AIAA SciTech
    Tomoki Koike and Elizabeth Qian
    AIAA SciTech Forum and Exposition, Jan. 2024

Projects

LiftAndLearn.jl

LiftAndLearn.jl

Julia package of the nonlinear non-intrusive model reductions methods including Operator Inference and Lift & Learn

UniqueKronecker.jl

UniqueKronecker.jl

Toolset of the unique Kronecker product operations written in Julia

Polynomial Model Reduction Dataset

Polynomial Model Reduction Dataset

A suite of polynomial partial differential equation datasets for research and development written in Julia

Sequential Quantile Estimator

Sequential Quantile Estimator

Julia implementation of several different numerical algorithms to compute the quantiles of data sequentially without storing the data

My dotfiles

My dotfiles

Dotfiles for Neovim, Tmux, Vim, Zsh, and Alacritty

Python Nonlinear Systems

Python Nonlinear Systems

Nonlinear dynamics analysis python tool. Features include phase plots, duffing system, bifurcation, nonlinear approximation methods, etc.


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