Local asymptotic stability conditions for the positive equilibrium of a system modeling cell dynamics in leukemia
Date
2012
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Instructor
Source Title
Print ISSN
Electronic ISSN
Publisher
Springer, Berlin, Heidelberg
Volume
423
Issue
Pages
187 - 197
Language
English
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Journal Title
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Volume Title
Series
Lecture Notes in Control and Information Sciences;423
Abstract
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. © 2012 Springer-Verlag GmbH Berlin Heidelberg.
Course
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Book Title
Time Delay Systems: Methods, Applications and New Trends