Tokyo University of Science · Faculty of Science Division I, Department of Mathematics · 准教授

Research keywordscompressible Euler equations・degenerate wave equations・hyperbolic-parabolic systems・initial-boundary value problems・nematic liquid crystals

Research fieldsMathematical analysis・Mathematics・Mathematics and Physics・Science and Engineering

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• Well-Posedness of Degenerate Initial-Boundary Value Problems to a Hyperbolic-Parabolic Coupled System Arising from Nematic Liquid Crystals2025
• Global existence and Blow-up for the 1D damped compressible Euler equations with time and space dependent perturbation2025
• Well-posedness of the initial-boundary value problem for 1D degenerate quasilinear wave equations2025
• The classical solvability for a one-dimensional nonlinear thermoelasticity system with the far field degeneracy2024

• プラズマ現象と強化学習法のモデル親和性と融合が生み出す一体系2024
• 退化型準線形波動方程式における正則性理論の深化と未解決問題への応用2023
• 退化型準線形波動方程式の正則性理論の構築とその応用2019
• 退化型準線形波動方程式の解の挙動の分類2016

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