Optimisation of Cancer Drug Treatments Using Cell Population Dynamics - Mathematical Methods and Models in Biomedicine - page 299

127. Shymko, R.M.: Cellular and geometric control of tissue growth and mitotic instability.
J. Theor. Biol. 63 (2), 355-374 (1976)
128. Sinek, J.P., Sanga, S., Zheng, X., Frieboes, H.B., Ferrari, M., Cristini, V.: Predicting drug
pharmacokinetics and effect in vascularized tumors using computer simulation. J. Math. Biol.
58 , 485-510 (2009)
129. Spall, J.C.: Introduction to stochastic search and optimization: estimation, simulation, and
control. Wiley, Hoboken (2003)
130. Spinelli, L., Torricelli, A., Ubezio, P., Basse, B.: Modelling the balance between quiescence
and cell death in normal and tumour cell populations. Math. Biosci. 202 , 349-370 (2006)
131. Swanson, K., Alvord, E., Murray, J.: A quantitative model for differential motility of gliomas
in grey and white matter. Cell Prolif. 33 , 317-329 (2000)
132. Swanson, K., Alvord, E., Murray, J.: Quantifying efficacy of chemotherapy of brain tumors
with homogeneous and heterogeneous drug delivery. J. Neurosurg. 50 , 223-237 (2002)
133. Swanson, K.R., Alvord, E.C., Murray, J.D.: Virtual brain tumours (gliomas) enhance the
reality of medical imaging and highlight inadequacies of current therapy. Br. J. Canc. 86 ,
14-18 (2002)
134. Swierniak, A., Polanski, A., Kimmel, M.: Optimal control problems arising in cell-cycle-
specific cancer chemotherapy. Cell Prolif. 29 , 117-139 (1996)
135. Ubezio, P., Lupi, M., Branduardi, D., Cappella, P., Cavallini, E., Colombo, V., Matera, G.,
Natoli, C., Tomasoni, D., D'Incalci, M.: Quantitative assessment of the complex dynamics of
G1, S, and G2-M checkpoint activities. Canc. Res. 69 , 5234-5240 (2009)
136. Villasana, M., Ochoa, G., Aguilar, S.: Modeling and optimization of combined cytostatic and
cytotoxic cancer chemotherapy. Artif. Intell. Med. 50 (3), 163-173 (2010)
137. Walter, E., Pronzato, L.: Identification of parametric models from experimental data. In:
Communications and Control Engineering Series, 2nd edn. Springer, London (1997)
138. Webb, G.: Resonance phenomena in cell population chemotherapy models. Rocky Mountain
J. Math. 20 (4), 1195-1216 (1990)
139. Webb, G.: A cell population model of periodic chemotherapy treatment. Biomedical Model-
ing and Simulation, pp. 83-92. Elsevier, Netherlands (1992)
140. Webb, G.: A non linear cell population model of periodic chemotherapy treatment. Recent
Trends Ordinary Differential Equations, Series in Applicable Analysis 1, pp. 569-583. World
Scientific, Singapore (1992)
141. Zheng, X., Wise, S.M., Cristini, V.: Nonlinear simulation of tumor necrosis, neo-
vascularization and tissue invasion via an adaptive finite-element/level-set method. Bull.
Math. Biol. 67 , 211-259 (2005)