The treatment by radiotherapy or chemotherapy to human cancers
induces a complex chain of events involving reversible cell cycle and cell death
[1]. In this paper we study the asymptotical behavior of the solutions for the
mathematical model that has potential to describe the growth of human tumors
cells and their responses to therapy. We found that the solutions of this system
are either bounded, exponential bounded or exponential decay. This result can
be used to predict the response of cells to mitotic arrest.
1
關聯:
Communications on Pure and Applied Analysis, V5(4), p.779–792
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