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Mathematical modelling of natural phenomena
Tome 7 (2012)
no. 5
Précédent
Suivant
Volume 7 (2012) no. 5
Sommaire
Preface. Distributed Parameter Systems in Immunology
H.T. Banks
;
G. Bocharov
;
Z. Grossman
;
A. Meyerhans
p. 1-3
The Immune System – Complexity Exemplified
W.E. Paul
p. 4-6
Propagation of Growth Uncertainty in a Physiologically Structured Population
H.T. Banks
;
S. Hu
p. 7-23
Mathematical Models of Dividing Cell Populations: Application to CFSE Data
H.T. Banks
;
W. Clayton Thompson
p. 24-52
The Use of CFSE-like Dyes for Measuring Lymphocyte Proliferation : Experimental Considerations and Biological Variables
B.J.C. Quah
;
A.B. Lyons
;
C.R. Parish
p. 53-64
Modeling the Dynamics of the Cardiovascular-respiratory System (CVRS) in Humans, a Survey
F. Kappel
p. 65-77
Human Immunodeficiency Virus Infection : from Biological Observations to Mechanistic Mathematical Modelling
G. Bocharov
;
V. Chereshnev
;
I. Gainova
;
S. Bazhan
;
B. Bachmetyev
;
J. Argilaguet
;
J. Martinez
;
A. Meyerhans
p. 78-104
From Quasispecies Theory to Viral Quasispecies: How Complexity has Permeated Virology
E. Domingo
;
C. Perales
p. 105-122
Host Factors in Viral Life Cycles
G. Pérez-Vilaró
;
J. Jungfleisch
;
V. Saludes
;
N. Scheller
;
M. Giménez-Barcons
;
J. Díez
p. 123-132