ilya_prigogine_isabelle_stengers_alvin_tofflerbookfi-org

327 NOTES
spectrum of collective behaviors they can generate; and Thorn's,
starting from global mathematical entities and connecting the
qualitatively distinct forms and transformations they imply with
the phenomenological description of morphogenesis.
16. S. A. KAUFFMAN, R. M. SHYMKO, and K. TRABERT, "Control of
Sequential Compartment Formation in Drosophila," Science,
Vol. 199 (1978), pp. 259-69.
17. H. BERGSON, Creative Evolution, pp. 94-95.
18. See C. H. WADDINGTON, The Evolution of an Evolutionist
(Edinburgh: Edinburgh University Press, 1975) and P. WEISS,
"The Living System: Determinism Stratified," Beyond Reductionism,
ed. A. KOESTLER and J. R. SMYTHIES (London:
Hutchinson, 1969).
19. D. E. KosHLAND, · Model Regulatory System: Bacterial
Chemotaxis," Physiological Review, Vol. 59, No. 4, pp. 811-62.
Chapter 6
J. G. NICOLlS and I. PRIGOGINE, Self-Organization in Nonequilibrium
Systems (New York: John Wiley & Sons, 1977).
2. R BARAS, G. Nicous, and M. MALEK MANSOUR, "Stochastic
Theory of Adiabatic Explosion," Journal of Statistical Physics,
Vol. 32, No. 1 (1983), pp. I.
3. See, for example, M. MALEK MANSOUR, C. VAN DEN BROECK,
G. Nicous, and J. W. TURNER, Annals of Physics, Vol. 131, No.
2 (1981), p. 283.
4. J. L. DENEUBOURG, 'pplication de l'ordre par fluctuation a Ia
description de certaines etapes de Ia construction du nid chez
les termites," Insectes Sociaux, Journal International pour
/'etude des Arthropodes sociaux, To me 24, No. 2 (1977),
pp. 117-30. This first model is presently being extended in connection
with new experimental studies; 0. H. BRUINSMA, ·n
Analysis of Building Behaviour of the Termite macrotermes subhyaiinus,"
Proceedings of the VIII Congress IUSSI (Waegeningen,
1977).
5. R. P. GARAY and R. LEFEVER, · Kinetic Approach to the Immunology
of Cancer: Stationary States Properties of Effector­
Target Cell Reactions," Journal of Theoretical Biology, Vol. 73
(1978), pp. 417-38, and private communication.
6. P. M. ALLEN, "Darwinian Evolution and a Predator-Prey Ecology,
" Bulletin of Mathematical Biology, Vol. 37 (1975),
PP- 389-405; "Evolution, Population and Stability, " Proceedings
of the National Academy of Sciences, Vol. 73, No. 3 (1976),
pp. 665-68. See also R. CzAPLEWSKI, ']\_ Methodology for Eval-