1) predator prey chemostat model
捕食chemostat模型
1.
A predator prey chemostat model with two nutrients and delay, is discussed.
考虑了一类双营养条件下带时滞的捕食chemostat模型 。
2) chemostat model
chemostat模型
1.
Asymptotic behavior of ratio-dependent chemostat model with variable yield;
具有变消耗率的比率确定型chemostat模型渐近行为(英文)
2.
The asymptotic behavior of the two nutrient chemostat model is considered,that incorporates time delays due to lapse between the uptake of nutrient by cells and the incorporation of the biomass.
研究了含有时滞的双营养chemostat模型的渐近性态。
3.
Many scholars and specialists have been paying more attention to Chemostat model and Volterra-Lotka model, and have gained a good many important and useful results.
其中Chemostat模型和Volterra-Lotka模型就引起了广大专家和学者的广泛关注,并且已经取得了许多重要的具有实际意义的结果。
3) predator-prey model
捕食模型
1.
Qualitative analysis of a predator-prey model with Holling type Ⅱ functional response;
一类具有Holling-Ⅱ型响应函数的捕食模型定性分析
2.
A kind of predator-prey model with Hlling-Ⅱ functional response;
一类具有Hlling-Ⅱ型功能性响应函数的捕食模型
3.
Analysis of a diffusive predator-prey model with sex-structure;
带扩散的具性别结构的捕食模型分析
4) prey-predator model
捕食模型
1.
Multiple constrained QoS routing based on prey-predator model and ant colony algorithm
基于捕食模型与蚁群算法的多约束QoS路由选择
2.
This paper discussed a strongly coupled prey-predator model under the homogeneous Neumann boundary condition.
讨论了一个强耦合的Holling-Tanner型捕食模型,利用Harnack不等式和最大值原理给出了它正解的上、下界估计。
3.
A novel evolutionary multi-objective optimization algorithm based on the prey-predator model is proposed.
根据种群生态学中的捕食模型,将多个目标的权值对应到生态系统的种群规模,利用生态捕食模型的动态周期性变化特性,提出了一种新的进化多目标优化算法。
5) predator-prey model
捕食-被捕食模型
1.
A system of retarded functional differential equations is proposed as a predator-prey model with epidemic in the predator.
研究了一类捕食者具有流行病的时滞捕食-被捕食模型,分析了边界平衡点的性质和全局稳定性,给出疾病是否流行的阈值。
2.
We investigate a delayed stage-structured predator-prey model with mutual interference and impulsive perturbations on predator.
研究了一个关于害虫防治的有脉冲效应以及年龄结构和时滞的捕食-被捕食模型,得到了害虫根除的周期解全局吸引以及系统持久的充分条件,同时证明了系统所有的解是一致最终有界的。
3.
This paper studies a predator-prey model with disease and time delay for the predator population,analyzes the invariance of non-negativity,local stability of boundary equilibria and global stability,and demonstrates that boundary equilibrium is locally asymptotically stable when time delay is small enough,while the stability will change at a Hopf bifurcation as the delay increases.
对一类捕食者染病且带有时滞的捕食-被捕食模型进行研究,分析了该模型的正不变性、边界平衡位置的局部和全局稳定性,证明了当时滞τ1+2τ适当小时,边界平衡位置是局部渐近稳定的,并且随着时滞的增大,平衡位置的稳定性态发生改变,系统在该处产生Hopf分支现象。
6) model of feeding amount
捕食量模型
补充资料：chemostat
分子式：
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CAS号：
性质：进行生物反应的一类连续操作全混釜反应器，进料连续加入，产物连续取出。反应器内部保持均匀混合和恒温，并保持生长培养液的体积恒定，所以称为恒化。这是因为细胞的培养过程中需要保持在恒定的化学环境下进行。
分子量：
CAS号：
性质：进行生物反应的一类连续操作全混釜反应器，进料连续加入，产物连续取出。反应器内部保持均匀混合和恒温，并保持生长培养液的体积恒定，所以称为恒化。这是因为细胞的培养过程中需要保持在恒定的化学环境下进行。
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
参考词条