Nonlinear cancer chemotherapy: Modelling the Norton-Simon hypothesis
Lopez, Alvaro G.; Iarosz, Kelly C.; Batista, Antonio M.; Seoane, Jesus M.; Vianae, Ricardo L.; Sanjuan, Miguel A. F.
COMMUNICATIONS IN NONLINEAR SCIENCE AND NUMERICAL SIMULATION
2019
VL / 70 - BP / 307 - EP / 317
abstract
A fundamental model of tumor growth in the presence of cytotoxic chemotherapeutic agents is formulated. The model allows to study the role of the Norton-Simon hypothesis in the context of dose-dense chemotherapy. Dose-dense protocols aim at reducing the period between courses of chemotherapy from three weeks to two weeks, in order to avoid tumor regrowth between cycles. We address the conditions under which these protocols might be more or less beneficial in comparison to less dense settings, depending on the sensitivity of the tumor cells to the cytotoxic drugs. The effects of varying other parameters of the protocol, as for example the duration of each continuous drug infusion, are also inspected. We believe that the present model might serve as a foundation for the development of more sophisticated models for cancer chemotherapy. (C) 2018 Elsevier B.V. All rights reserved.
MENTIONS DATA
Mathematics
-
0 Twitter
-
0 Wikipedia
-
0 News
-
5 Policy
Among papers in Mathematics
Más información
Influscience
Rankings
- BETA VERSION