On the global attractivity controversy for a delay model of hematopoiesis

Röst, Gergely (2007) On the global attractivity controversy for a delay model of hematopoiesis. Applied Mathematics and Computation, 190 (1). pp. 846-850. ISSN 0096-3003

PDF 1083620.pdf Restricted to Registered users only Download (147kB) | Request a copy

Abstract

Recently, particular counterexamples were constructed to some theorems of a previous paper, concerning the global attractivity of the positive equilibrium for the delay equation \dot{p}(t) = (beta p(m)(t-tau)/1 + p(n)(t-tau))-gamma p(t). The purpose of this note is to explore the underlying phenomenon from a more general point of view, and to give an explanation of the situation. A theorem is proved regarding attractivity properties of the equilibrium zero.

Actions (login required)

Edit Item