Local Asymptotic Stability Conditions for the Positive Equilibrium of a System Modeling Cell Dynamics in Leukemia

机译：白血病细胞动力学系统正平衡的局部渐近稳定条件

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A distributed delay system with static nonlinearity has been considered in the literature to study the cell dynamics in leukemia. In this chapter local asymptotic stability conditions are derived for the positive equilibrium point of this nonlinear system. The stability conditions are expressed in terms of inequalities involving parameters of the system. These inequality conditions give guidelines for development of therapeutic actions.

机译：在文献中已经考虑了具有静态非线性的分布式延迟系统来研究白血病中的细胞动力学。在本章中，针对该非线性系统的正平衡点导出了局部渐近稳定条件。稳定性条件用涉及系统参数的不等式表示。这些不平等状况为制定治疗措施提供了指导。

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来源
《Time delay systems: methods, applications and new trends》|2010年|p.187-197|共11页
会议地点 Prague(CZ);Sinaia(RO)
作者
Hitay OEzbay; Catherine Bonnet; Houda Benjelloun; Jean Clairambault;
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作者单位

Dept. of Electrical and Electronics Eng., Bilkent Univ., Ankara, 06800, Turkey;

INRIA Saclay - Ile-de-France, Pare Orsay University, 4 rue J. Monod, 91893,Orsay Cedex, France;

Ecole Centrale Paris, France;

INRIA Paris-Rocquencourt, Domaine de Voluceau, B.P. 105,78153 Le Chesney, Cedex, France;

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正文语种 eng
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机译：白血病细胞动力学系统正平衡的局部渐近稳定条件

Local Asymptotic Stability Conditions for the Positive Equilibrium of a System Modeling Cell Dynamics in Leukemia

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