北海道大学 · 理学部 / 理学院 / 理学研究院

研究关键词hyperfunctions・microlocal analysis・Laplace hyperfunctions・multi-specialization・pseudodifferential operators・unique continuation・inverse boundary value problems・Whitney holomorphic functions・S-matrix theory・landau-nakanishi geometry

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• Multi-normal deformation and multi-specialization2025 · MSJ Memoirs, 43, 1, 121, 2025年01月,
• Virtual Turning Points II2025 · SpringerBriefs in Mathematical Physics, 52, 1, 106, Springer Nature Singapore, 2025年12月,
• Sato hyperfunctions via relative Dolbeault cohomology2023 · Journal of the Mathematical Society of Japan, 75, 1, 229, 290, Mathematical Society of Japan (Project Euclid), 2023年01月01日,
• Global unique continuation from the boundary for a system of viscoelasticity with analytic coefficients and a memory term2022 · Inverse Problems and Imaging, 16, 6, 1529, 1542, American Institute of Mathematical Sciences (AIMS), 2022年12月,

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