Rchr
J-GLOBAL ID：200901083285776245   Update date: Sep. 29, 2022

Hoshino Hiroki

Hoshino Hiroki
Affiliation and department：
Fujita Health University School of Health Sciences, General Education

About Fujita Health University School of Health Sciences, General Education


Research field  (1)： Mathematical analysis
Research keywords  (2)： partial differential equation ,  nonlinear analysis
Research theme for competitive and other funds  (5)：
  • 2006 - 2009 生体現象の数理解析とシミュレーション
  • 2003 - 2006 医学領域の諸現象の数理モデルとその解析
  • 1997 - 1999 反応拡散方程式系の解の構造の解析
  • 1996 - 1997 反応拡散方程式系の大域解の漸近挙動の定量的解析
  • 1993 - 1994 反応拡散方程式系の解の研究
Papers (22)：
  • Akisato Kubo, Hiroki Hoshino. Nonlinear evolution equations and their application to chemotaxis models. Analysis, Probability, Applications, and Computation. 2019. 337-347
  • Akisato Kubo, Yuto Miyata, Hidetoshi Kobayashi, Hiroki Hoshino, Naoki Hayashi. Nonlinear evolution equations and its application to a tumour invasion model. Advances in Pure Mathematics. 2016. 6. 12. 878-893
  • Akisato Kubo, Hiroki Hoshino, Katsutaka Kimura. Global existence and asymptotic behaviour of solutions for nonlinear evolution equations related to a tumour invasion model. Dynamical Systems, Differential Equations and Applications, AIMS Proceedings. 2015. 733-744
  • Akisato Kubo, Hiroki Hoshino. Nonlinear evolution equations with strong dissipation and proliferation. Trends in Mathematics. 2015. 2. 233-241
  • Hiroki Hoshino. Perturbations of smooth traveling wave solutions to a mathematical model of malignant tumor invasion. Proceedings of Functional Analysis and Applications--Evolution Equations and Control Theory--. 2014. 233-241
ｍore...
Lectures and oral presentations  (35)：
  • Traveling wave solutions to a malignant tumor invasion model with diffusion
    (2018)
  • Free boundary problems for wound healing
    (早稲田大学セミナー 2018)
  • Global existence and asymptotic behaviour of solutions for nonlinear evolution equations related to a tumour invasion model
    (2018)
  • Traveling waves for a model of malignant tumor invasion and related topics
    (Miniworkshop on Models of Directional Movement and their Analysis 2015)
  • 悪性腫瘍の浸潤に関連する微分方程式系の不連続進行波解の性質
    (岡山理科大学における微分方程式セミナー 2013)
ｍore...
Professional career (1)：
  • 博士(理学)
Association Membership(s) (2)：
THE JAPAN SOCIETY FOR INDUSTRIAL AND APPLIED MATHEMATICS ,  THE MATHEMATICAL SOCIETY OF JAPAN
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