Saito Yasuhisa

サイトウヤスヒサ | Saito Yasuhisa

Affiliation and department：
Job title： Associate Professor
Research theme for competitive and other funds (7)：

2020 - 2025 Inverse problems on low-dimensional composite microorganism systems
2014 - 2017 Theory on Stabilizing Differential Equations in Mathematical Ecology
2013 - 2017 Elucidation of global dynamics for damped oscillators and dissipative wave equations and its application to biology
2013 - 2017 From abstract evolution equations to abstract partial differential equations - for applications to population dynamics models
2010 - 2012 New construction of phase space analysis that conforms to low-dimensional dynamical systems

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Papers (35)：

Masahiro Honjo, Kenshi Suzuki, Junya Katai, Yosuke Tashiro, Tomo Aoyagi, Tomoyuki Hori, Takashi Okada, Yasuhisa Saito, Hiroyuki Futamata. Stable States of a Microbial Community Are Formed by Dynamic Metabolic Networks with Members Functioning to Achieve Both Robustness and Plasticity. Microbes and Environments. 2024. 39. 1
Takeshi Miki, Hiroki Yamanaka, Atsushi Sogabe, Koji Omori, Yasuhisa Saito, Toshifumi Minamoto, Kimiko Uchii, Mie N. Honjo, Alata A. Suzuki, Yukihiro Kohmatsu, et al. Spatial epidemiology model can explain the seasonal dynamics of infectious disease Cyprinid herpesvirus 3 (CyHV-3) by thermoregulation behavior of the host, common carp (Cyprinus carpio). Theoretical Ecology. 2023. 16. 3. 195-208
Hiromu Gion, Yasuhisa Saito. Backward bifurcation and permanence of a disease-severity-structured epidemic model with treatment. Studies in Applied Mathematics. 2023. 150. 4. 1026-1045
Hiromu Gion, Yasuhisa Saito, Shigetoshi Yazaki. On a backward bifurcation of an epidemic model with capacities of treatment and vaccination. JSIAM Letters. 2021. 13. 64-67
Shin Haruta, Yasuhisa Saito, Hiroyuki Futamata. Editorial: Development of Microbial Ecological Theory: Stability, Plasticity, and Evolution of Microbial Ecosystems. Frontiers in microbiology. 2016. 7. DEC. 2069-2069

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MISC (3)：

Yasuhisa Saito. Mathematics in prevention and treatment of infectious diseases: considering human and social realities. 2024. 76. 3. 312-329
Saito Yasuhisa. Backward Bifurcation Caused by Treatment Capacity in a Disease Transmission Model. Bulletin of the Japan Society for Industrial and Applied Mathematics. 2021. 31. 1. 13-21
Takeuchi Yasuhiro, Kon Ryusuke, Saito Yasuhisa, Sato Kazunori. Mathematics on Permanence and Extinction. Bulletin of the Japan Society for Industrial and Applied Mathematics. 2006. 16. 4. 280-292

Books (4)：

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