I work at the exciting interface between machine learning and dynamical systems. Specifically, I seek novel ways to apply machine learning tools for modeling and computational optimal control of high-dimensional nonlinear systems under uncertainty. More generally, I am interested in computational optimal control, dynamical systems, optimization, machine learning, and aerospace applications. I received my B.A. from UC Santa Cruz with a double major in pure mathematics and language studies in 2015. Since 2016, I have been working towards a Ph.D. in applied mathematics and statistics, also at UC Santa Cruz.
Email: tenakamu AT ucsc DOT edu LinkedIn
T. Nakamura-Zimmerer, Q. Gong, and W. Kang. A Causality-free neural network method for high-dimensional Hamilton-Jacobi-Bellman equations. To appear, American Control Conference, 2020.
W. Kang, Q. Gong, and T. Nakamura-Zimmerer. Algorithms of data development for deep learning and feedback design. arXiv: 1912.00492, 2019.
T. Nakamura-Zimmerer, D. Venturi, Q. Gong, and W. Kang. Density propagation with characteristics-based deep learning. arXiv: 1911.09311, 2019.
T. Nakamura-Zimmerer, Q. Gong, and W. Kang. Adaptive deep learning for high-dimensional Hamilton-Jacobi-Bellman equations. arXiv: 1907.05317, 2019.
Adaptive learning for optimal feedback control of high-dimensional nonlinear systems. Advancement to Candidacy Presentation, University of California, Santa Cruz CA, 2019.
Data-driven approximation of high-dimensional flow maps and probability distributions using deep neural networks. SIAM Conference on Computational Science and Engineering, Spokane WA, 2019.
Deep learning for probability density and flow map approximation of high dimensional nonlinear systems. Bay Area Scientific Computing Day, Sandia National Laboratories, Livermore CA, 2018.
Data-driven computational optimal control for nonlinear systems under uncertainty. SIAM Annual Meeting, Portland OR, 2018.
Copyright Tenavi Nakamura-Zimmerer, 2020. Website under construction.