-
[1]
D. Bobrowski (2002)
Ciągi losowe,
Wyd. Naukowe UAM.
-
[2]
H. Caswell (2001)
Matrix population models: construction, analysis, and interpretation,
Suderland, Sinauer Associates.
-
[3]
R.A. Fisher (1937)
The wave of advance of advantageous genes,
Annals of Eugenics 7, pp. 355–369.
-
[4]
F. Harary (1969)
Graph theory,
Addison-Wesley Publishing Co..
-
[5]
C.S. Holling (1959)
Some characteristics of simple types of predation and parasitism,
Canadian entomologist 91 (7), pp. 385–398.
-
[6]
U. Jupowieckia-Mieszała i E. Krzywiecka (1997)
Wybrane zagadnienia teorii grafów i ich zastosowań,
Katowice, AE im. Karola Adamieckiego.
-
[7]
J.G. Kemeny i J.L. Snell (1976)
Finite markov chains,
Springer.
-
[8]
P.H. Leslie (1945)
On the use of matrices in certain population mathematics,
Biometrika 35, pp. 183–212.
-
[9]
P.H. Leslie (1948)
Some further notes on the use of matrices in population mathematics,
Biometrika 35 (3-4), pp. 213–245.
-
[10]
A.J. Lotka (1925)
Elements of physical biology,
Williams & Wilkins Co..
-
[11]
G.I. Marchuk (1983)
Mathematical Models in Immunology,
Springer-Verlag, New York.
-
[12]
G.I. Marczuk (1989)
Modele matematyczne w immunologii,
PWN.
-
[13]
A. Palczewski (1999)
Równania Różniczkowe zwyczajne. Teoria i metody numeryczne
z wykorzystaniem komputerowego systemu obliczeń symbolicznych,
WNT.
-
[14]
G.I. MarchukR.V. Petrova (Ed.) (1980)
Matematicheskie modeli v immunologii,
Nauka.
-
[15]
J.M. Smith (1982)
Evolution and the Theory of Games,
Cambridge University Press.
-
[16]
P.F. Verhulst (1838)
Notice sur la loi que la population suit dans son accroissement,
Corr. Math. et Phys 10, pp. 113–121.
-
[17]
V. Volterra (1926)
Variazione e fluttuazione del numero d'individui animali conventi,
Memoires de I'Academic Nationale Lincei 2, pp. 31–113.