Nakazawa Hideo

ナカザワヒデオ | Nakazawa Hideo

Affiliation and department：
Job title： Professor

Research field (1)： Mathematical analysis

Research keywords (1)： partial differential equations, spectral analysis, scattering theory

Research theme for competitive and other funds (9)：

2016 - 2023 ヘルムホルツ方程式の解の評価と対応する非定常問題の解の平滑化評価に関する研究
2016 - 2019 屈折現象を伴う波動伝播に対する空間遠方での漸近解析とその散乱理論への応用
2013 - 2016 ある特異性を持つ波動伝播のグリーン関数の漸近挙動とその散乱理論への応用
2011 - 2014 Resolvent estimates for Helmholtz equations in an exterior domain and their applications to scattering problems
2010 - 2013 Research on the asymptotic form of the solutions to the Helmholtz equation and the application to mathematical scattering theory

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Papers (31)：

Hideo Nakazawa. A Uniform Resolvent Estimate for a Helmholtz Equation with Some Large Perturbations in An Exterior Domain. Current Trends in Analysis, its Applications and Computation. Trends in Mathematics. Birkhäuser, Cham. 2021. 633-641
Kiyoshi Mochizuki, Hideo Nakazawa. Uniform resolvent estimates for stationary dissipative wave equations in an exterior domain and their application to the principle of limiting amplitude. New trends in analysis and interdisciplinary applications, Trends Math. Res. Perspect., 2017. 2017. 521-527
Kiyoshi Mochizuki, Hideo Nakazawa. Uniform resolvent estimates for Helmholtz equations in 2D exterior domain and their applications. 京都大学数理解析研究所講究録. 2015. 1962. 68-76
中澤秀夫. 基礎科学から医学・医療を見る - 生存時間データ解析と比例ハザードモデル. 日本医科大学医学会雑誌. 2015. 11. 1. 29-36
Kiyoshi Mochizuki, Hideo Nakazawa. Uniform resolvent estimates for magnetic Schrödinger operators in a 2D exterior domain and their applications to related evolution equations. Publications of the Research Institute for Mathematical Sciences. 2015. 51. 2. 319-336

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Books (2)：

Lectures and oral presentations (23)：

Principle of limiting amplitude for dissipative wave equations in an magnetic field
(Spring Annual Meeting of the Japanese Mathematical Society, Functional Analysis Section 2023)
Principle of limiting amplitude for dissipative wave equations in an magnetic field
(Surugadai Partial Differential Equation Workshop 2022)
大きな摂動項を伴うヘルムホルツ方程式の一様リゾルベント評価とその応用
(Tsukuba Partial Differential Equation Workshop 2019)
Some estimates of solutions of perturbed Helmholtz equations
(ISAAC2019 Aveiro, Portugal 2019)
ヘルムホルツ方程式の解の評価
(名古屋偏微分方程式研究集会 2018)

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Professional career (1)：

Work history (1)：

2012/09 - 現在 Faculty of Medicine, Nippon Medical School Department of Mathematics, Liberal Arts and Sciences Professor

Committee career (3)：

2021/09 - 2029/09 Mathematics and Statistics reviewer
2021/06 - 2023/03 Journal of Applied Mathematics and Computation editorial board as an editor
2023/03 - Hill Publishing Group Inc. Editor-in-Chief for the journal of Applied Mathematics and Computations (JAMC)

Association Membership(s) (1)：

The Mathematical Society of Japan

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