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Mathematical modelling of natural phenomena
Tome 4 (2009)
no. 3
Précédent
Suivant
Volume 4 (2009) no. 3
Sommaire
Multiphase and Multiscale Trends in Cancer Modelling
L. Preziosi
;
A. Tosin
p. 1-11
Modelling Physiological and Pharmacological Control on Cell Proliferation to Optimise Cancer Treatments
J. Clairambault
p. 12-67
Mathematical Modelling of Tumour Dormancy
K. M. Page
p. 68-96
Spatio-Temporal Modelling of the p53–mdm2 Oscillatory System
K. E. Gordon
;
I. M.M. van Leeuwen
;
S. Laín
;
M. A.J. Chaplain
p. 97-116
The Importance of Spatial Distribution of Stemness and Proliferation State in Determining Tumor Radioresponse
H. Enderling
;
D. Park
;
L. Hlatky
;
P. Hahnfeldt
p. 117-133
Free Boundary Problems Associated with Multiscale Tumor Models
A. Friedman
p. 134-155
A Maturity-Structured Mathematical Model of Mutation, Acquisition in the Absence of Homeostatic Regulation
S. N. Gentry
;
R. Ashkenazi
;
T. L. Jackson
p. 156-182
Comparison of Perron and Floquet Eigenvalues in Age Structured Cell Division Cycle Models
J. Clairambault
;
S. Gaubert
;
Th. Lepoutre
p. 183-209
Dynamics of Erythroid Progenitors and Erythroleukemia
N. Bessonov
;
F. Crauste
;
I. Demin
;
V. Volpert
p. 210-232