Professor Wiesław Szlenk (1935-1995)

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1. [1] L. Alsedà, Dynamical systems: the mathematics of Professor W. Szlenk, Butl. Soc. Catalana Mat. 12 (1997), 7-16 (in Catalan). 
2. [2] L. von Bertalanffy, Quantitative laws for metabolism and growth, Q. Rev. Biol. 32 (1957), 217-231. 
3. [3] F. Bofill, H. Gregorek, K. Madaliński and M. Syczewska, Mathematical model of antibody persistence after vaccination, in: Proceedings of the Fifth National Conference on Application of Mathematics in Biology and Medicine (Ustrzyki Górne, 1999), Univ. of Mining and Metallurgy, Kraków, 1999, 111-114. 
4. [4] F. Bofill, R. Quentallia and W. Szlenk, The Marchuk's model in the case of vaccination. Qualitative behaviour and some applications, preprint. 
5. [5] F. Bofill and W. Szlenk, A simplified model of the growth of baleen whale population, Eur. Conf. on Iteration Theory (Austria 1992). 
6. [6] A. Borkowska and W. Szlenk, Mathematical model of antibody concentration decline after vaccination, Polish Immunology 20 (1996), 117-119. 
7. [7] J. Doroszewski, J. Jakubas and H. Kowalczyńska, Adhesion of rat lymphocytes and erytrocytes to glass as examined in dynamic conditions, Bull. Acad. Polon. Sci. Sér. Sci. Biol. 9 (1973), 577-584. 
8. [8] J. Doroszewski, J. Jakubas and W. Szlenk, Mathematical model of dynamic adhesion of lymphocytes on a glass-bead column, Bull. Math. Biology 38 (1976), 659-669. Zbl0338.92008
9. [9] J. Doroszewski, J. Jakubas and W. Szlenk, Mathematical description of adhesion of lymphocytes flowing through a glass bead column, Zastos. Mat. 17 (1982), 283-291. Zbl0531.92005
10. [10] J. Doroszewski, K. Lewandowska and W. Szlenk, The passage of lymphatic leukemia l 1210 cells injected into glass bead labyrinth: their flow and retention, Neoplasma 26 (1979), 439-447. 
11. [11] B. Dżura, W. Hyb and W. Szlenk, On some methods of rainfall estimation, Acta Goephysica Polonica 40 (1992), 203-212. 
12. [12] Fund. Math. 157 (1998), 97-341, dedicated to the memory of Wiesław Szlenk, edited by K. Krzyżewski, M. Misiurewicz and F. Przytycki. 
13. [13] M. Gesemann and N. Scheiermann, Kinetics of hepatitis B vaccine-induced anti-HBS antibodies during an 82 month post-booster period, in: Internat. Symposium on Viral Hepatitis and Liver Diseases, Tokyo, 1993. 
14. [14] P. Grzegorczyk, F. Przytycki and W. Szlenk, On iterations of Misiurewicz's rational maps on the Riemann sphere, Ann. Inst. H. Poincaré Phys. Théor. 53 (1990), 431-444. Zbl0718.58031
15. [15] K. Krzyżewski and W. Szlenk, On invariant measures for expanding differentiable mappings, Studia Math. 33 (1969), 83-92. Zbl0176.00901
16. [16] G. I. Marchuk, Mathematical Modelling of Immune Response in Infectious Diseases, Kluwer, Dordrecht, 1997. Zbl0876.92015
17. [17] M. Misiurewicz and W. Szlenk, Entropy of piecewise monotone mappings, Astérisque 50 (1977), 299-310. Zbl0376.54019
18. [18] M. Misiurewicz and W. Szlenk, Entropy of piecewise monotone mappings, Studia Math. 67 (1980), 45-63. Zbl0445.54007
19. [19] T. Nowicki, Wiesław Szlenk (1935-1995), Wiadom. Mat. 33 (1997), 204-209 (in Polish). 
20. [20] A. Pełczyński et W. Szlenk, Sur l’injection naturelle de l’espace (l) dans l’espace $\left(l_p\right)$, Colloq. Math. 10 (1963), 313-323. Zbl0132.09001
21. [21] A. Pełczyński et W. Szlenk, An example of a non-shrinking basis, Rev. Roumaine Math. Pures Appl. 10 (1965), 961-966. Zbl0154.14404
22. [22] W. Szlenk, Sur les suites faiblement convergentes dans l'espace L, Studia Math. 25 (1965), 337-341. Zbl0131.11505
23. [23] W. Szlenk, The non-existence of a separable reflexive Banach space universal for all separable reflexive Banach spaces, ibid. 30 (1968), 53-61. Zbl0169.15303
24. [24] W. Szlenk, Rachunek prawdopodobieństwa dla klasy IV liceum ogólnokształcącego i technikum, PZWS, Warszawa, 1970 (18th edition in 1987). 
25. [25] W. Szlenk, Wstęp do teorii gładkich układów dynamicznych, PWN, Warszawa, 1982. 
26. [26] W. Szlenk, An Introduction to the Theory of Smooth Dynamical Systems, PWN, Warszawa, and Wiley, New York, 1984. Zbl0566.58015
27. [27] W. Szlenk, 25 years of the Warsaw Dynamical Systems Group, Wiadom. Mat. 28 (1990), 149-152 (in Polish). 
28. [28] W. Szlenk, Mathematical model of mixing in rumen, Appl. Math. (Warsaw) 24 (1996), 87-95. Zbl0859.34028
29. [29] W. Szlenk and C. Vargas, Some remarks on Marchuk's mathematical model of immune system, preprint, CINVESTAV Mexico. 
30. [30] W. Szlenk and W. Żelawski, A concept of vegetative growth and a dynamic model of dry matter accumulation in plants on an example of scots pine seedlings, Wiss. Z. Humboldt-Univ. zu Berlin, Math.-Nat. R. XXXIII 4 (1984), 359-361. 
31. [31] W. Szlenk and W. Żelawski, Vegetative growth in plants: a dynamic model, Physiol. Plant. 62 (1984), 253-259. 
32. [32] W. Szlenk and W. Żelawski, Plant growth as a dynamical system, preprint No. 7 1984/85, Matematisk Institut, Aarhus Universitet. Zbl0611.58031
33. [33] W. Szlenk and W. Żelawski, Plant growth as an iteration process, in: Iteration Theory and its Functional Equations, Lecture Notes in Math. 1163, Springer, 1985, 183-195. Zbl0611.58031