Tomoyuki Oka. Level set method via positive parts for optimal design problems of two-material thermal conductors. Mathematics and Computers in Simulation. 2024. 223. 299-306
Tomoyuki Oka. Qualitative analysis of space-time periodic homogenization for nonlinear diffusion equations. RIMS Kôkyûroku. 2024. 2298. 9. 1-14
K. Kita, K. Matsushima, T. Oka. Optimal design problem with thermal radiation. arXiv:2408.00021 [math.AP]. 2024
T. Hasebe, J. Masamune, T. Oka, K. Sakai, T. Yamada. Construction of signed distance functions with an elliptic equation. arXiv:2401.17665 [math.AP]. 2024
Construction of distance functions for topology optimization
(The 14th AIMS conference on Dynamical Systems, Differential Equations and Applications 2024)
非線形境界条件を伴う最適設計問題について
(第14回室蘭非線形解析研究会 2024)
非線形境界条件を伴う最適設計問題について
(第840回 応用解析研究会 2024)
Two-material optimal design problem with thermal radiation
(Italian-Japanese Workshop on Variational Perspectives for PDEs 2024)
On a two-material optimal design problem with nonlinear boundary conditions
(Workshop “The Mathematics of Shapes” HPRT 2024 2024)
2020/02 - Institute for Mathematics in Advanced Interdisciplinary Study Excellent Poster Award The 21st Northeastern Symposium on Mathematical Analysis
2019/02 - Institute for Mathematics in Advanced Interdisciplinary Study Excellent Poster Award The 20th Northeastern Symposium on Mathematical Analysis