Tokyo University of Science · Faculty of Science Division II, Department of Mathematics · 教授

Research keywordsdeformation quantization・Lie-Poisson algebra・matrix regularization・Kähler manifolds・separation of variables・type IIB matrix model・quantization of coadjoint orbits・geometric quantization

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• Relationship between a Phi^4 matrix model and harmonic oscillator systems2026 · LETTERS IN MATHEMATICAL PHYSICS
• Quantization of Lie–Poisson algebra and Lie algebra solutions of mass-deformed type IIB matrix model2026 · JOURNAL OF MATHEMATICAL PHYSICS
• Deformation Quantization with Separation of Variables of G2,4(C)2025 · Symmetry Integrability and Geometry-Methods and Applications
• Integrability of Phi^4 matrix model as N-body harmonic oscillator system2024 · LETTERS IN MATHEMATICAL PHYSICS

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