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Journal of Mathematical Biology|February 9, 2012
Optimal solution for a cancer radiotherapy problemA Bertuzzi, C Bruni, F Papa, et al.Bulletin of Mathematical Biology|November 17, 2009
Response of tumor spheroids to radiation: modeling and parameter estimationA Bertuzzi, C Bruni, A Fasano, et al.Mathematical Medicine and Biology : a Journal of the IMA|January 19, 2018
Optimal number and sizes of the doses in fractionated radiotherapy according to the LQ modelC Bruni, F Conte, F Papa, et al.Journal of Mathematical Biology|August 30, 2014
Optimal weekly scheduling in fractionated radiotherapy: effect of an upper bound on the dose fraction sizeC Bruni, F Conte, F Papa, et al.Mathematical Biosciences|July 15, 1997
Steel's potential doubling time and its estimation in cell populations affected by nonuniform cell lossA Bertuzzi, A Gandolfi, C Sinisgalli, et al.Journal of Theoretical Biology|November 1, 2006
Cell resensitization after delivery of a cycle-specific anticancer drug and effect of dose splitting: learning from tumour cordsA Bertuzzi, A Fasano, A Gandolfi, et al.Bulletin of Mathematical Biology|February 14, 2008
Reoxygenation and split-dose response to radiation in a tumour model with Krogh-type vascular geometryA Bertuzzi, A Fasano, A Gandolfi, et al.Cytometry|September 23, 1997
Cell loss and the concept of potential doubling timeA Bertuzzi, A Gandolfi, C Sinisgalli, et al.Mathematical Biosciences|October 12, 2005
A model with 'growth retardation' for the kinetic heterogeneity of tumour cell populationsO Arino, A Bertuzzi, A Gandolfi, et al.Cell Proliferation|March 1, 1995
Cell cycle analysis by the relative movement approach: effect of variability across S-phase of DNA synthesis rateA Bertuzzi, N Del Grosso, A Gandolfi, et al.Pageof 30