Part II 多種系 (生物数学イッキ読み・研究交流)
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関連論文
- S2-3 生物数学と微生物生態学(シンポジウム2「微生物の進化と生態」,第21回大会シンポジウム)
- Part II 多種系 (生物数学イッキ読み・研究交流)
- Necessary condition for the coexistence of species in a periodic chemostat (Functional Equations and Complex Systems)
- Balance Line in a Lotka-Volterra competition system (Theory of Bio-Mathematics and It's Applications)
- Biodiversity of plankton and a Chemostat (Theory of Bio-Mathematics and It's Applications)
- 栄養を考慮したロッタリーモデルの解析 (生物数学の理論とその応用)
- Genotype-structured models for prey-predator growth (Theory of Bio-Mathematics and It's Applications)
- Stabilizing uptake functions in plankton models (Theory of Bio-Mathematics and It's Applications)
- A delay model for inverse trophic relationship (Mathematical models and dynamics of functional equations)
- 差分方程式で記述される個体群動態モデルの分岐 (関数方程式と数理モデル)
- Permanence of a single-species model with 2 stages (Dynamics of Functional Equations and Related Topics)
- Permanence of an $SIR$ Epidemic Model with Distributed Time Delays (Qualitative theory of functional equations and its application to mathematical science)
- Non-existence of periodic solutions in delayed Lotka-Volterra systems (Mathematical Models in Functional Equations)
- STABILITY ANALYSIS ON A DELAY $\unboldmath{SIR}$ MODEL WITH DENSITY DEPENDENT BIRTH RATE
- 1E01 Lotka-Volterra系はどこまで理解できたか
- Global Asymptotic Properties of a Delay SIR Epidemic Model with Varying Population Size and Finite Incubation Times(Structure of Functional Equations and Mathematical Methods)
- INSTABILITY ANALYSIS OF NONLINEAR NEUTRAL DIFFERENTIAL DIFFERENCE SYSTEMS WITH INFINITE DELAYS(The Functional and Algebraic Method for Differential Equations)
- 遅れをもつロトカーヴォルテラシステム
- GLOBAL DYNAMICAL BEHAVIOR FOR LOTKA-VOLTERRA SYSTEMS(Mathematical Topics in Biology)
- 拡散を持つ数理生態モデルのパーシステンスと大域的安定性
- Stability Analysis of a sea bass and young sea bass model (Functional Equations in Mathematical Models)
- Population Dynamics of sea bass and young sea bass (Dynamics of Functional Equations and Related Topics)
- 群集内での存続と絶滅(数理生態学の魅力)
- A dynamic model describing heterotrophic culture of chorella and its stability analysis
- A Dynamic Model Describing Heterotrophic Cultures of $Chlorella$ and Its Stability Analysis (Progress in Qualitative Theory of Functional Equations)
- ウイルス学および疫学モデルにおけるリアプノフ関数、汎関数の構成 (第8回生物数学の理論とその応用)
- 書評 内藤敏機・原惟行・日野義之・宮崎倫子:タイムラグをもつ微分方程式--関数微分方程式入門