Abstract:
The behavior of biological systems is obtained from the variability of environments relationally represented. The most important conclusions emerge from energetical assignations which were imposed to abstract elements of representation. The concept of environmentally static biological system must be considered as the number of steps during which a biological system is in relation with a same environment. The environmental stability must be seen as the constancy of the environmental structure through consecutive systems. Main conclusions are concerning about the possibilities of a greater staticity of biological systems, the energetical circumstances involved in obtaining it and the consequences of the environmental stability on the present and future time of the biological system of reference. © 1985.
Referencias:
- Ankel, (1938) Verh. dt. zool. Ges.
- Leguizamón, (1975) Bull. math. Biol., 37, pp. 565-572
- Leguizamón, (1975) Bull. math. Biol., 37, pp. 675-689
- Leguizamón, (1981) VIII Corgrés Internationale de Biologie Mathématique and Revue de Bio-Mathématique, , (in press)
- Leguizamón, (1982) Ciěnc. Cult., 34 (8), pp. 1008-1016
- Leguizamón, (1982) Revue Bio-math, 78, pp. 25-51
- Leguizamón, (1982) Revue Bio-math, 80, pp. 34-52
- Leguizamón, Proceedings of the First International Congress of Biomathematics (1982) Proceedings of the First International Congress of Biomathematics, , Tucumán, Argentina, (in press)
- Leguizamón, (1984) About category-relational representations of biological and environmental systems for emerging concepts on environmental stability, , Mimeograph (in press)
- Leguizamón, Giménez, Concept of energy in biological systems and the effects of irradiations of low energies on enzyme-substrate systems (1980) Bulletin of Mathematical Biology, 42, pp. 161-172
- Leguizamón, González, Mogg, (1984) Some consequences of simulation of movements of biological systems, , (submitted for publication)
- Leguizamón, Kfuri, Movement of biological systems on different environments (1979) Applied Mathematical Modelling, 3, pp. 125-129
- Leguizamón, Mogg, First International Congress of Biomathematics (1982) First International Congress of Biomathematics, , Tucumán, Argentina
- Margalef, On Certain Unifying Principles in Ecology (1963) The American Naturalist, 47, pp. 357-374
- Rashevsky, (1954) Bull. math. Biophys., 16, pp. 317-348
- Rashevsky, Mathematical Biophysics (1960) Physico-Mathematical Foundations of Biology, , Dover Publications, New York
- Rashevsky, (1961) Mathematical Principles in Biology and Their Applications, , Charles C. Thomas Publishers, Springfield, Illinois
- Rashevsky, (1972) Organismic Sets, , J.M. Richards Lab, Grosse-Pointe Park Michigan
- Rashevsky, (1973) Foundations of Mathematical Biology, 3. , R. Rosen, Academic Press, New York
- Rosen, (1958) Bull. math. Biophys., 20, pp. 245-260
- Rosen, (1958) Bull. math. Biophys., 20, pp. 317-342
- Rosen, (1959) Bull. math. Biophys., 21, pp. 109-127
- Rosen, (1972) Foundations of Mathematical Biology, 2. , Academic Press, New York
- Woodger, (1937) The Axiomatic Method in Biology, , Cambridge University Press, Cambridge
Citas:
---------- APA ----------
(1985)
. Environmentally static biological systems and the environmental stability. Journal of Social and Biological Systems, 8(1), 51-58.
http://dx.doi.org/10.1016/0140-1750(85)90060-0---------- CHICAGO ----------
Leguizamón, C.A.
"Environmentally static biological systems and the environmental stability"
. Journal of Social and Biological Systems 8, no. 1
(1985) : 51-58.
http://dx.doi.org/10.1016/0140-1750(85)90060-0---------- MLA ----------
Leguizamón, C.A.
"Environmentally static biological systems and the environmental stability"
. Journal of Social and Biological Systems, vol. 8, no. 1, 1985, pp. 51-58.
http://dx.doi.org/10.1016/0140-1750(85)90060-0---------- VANCOUVER ----------
Leguizamón, C.A. Environmentally static biological systems and the environmental stability. 1985;8(1):51-58.
http://dx.doi.org/10.1016/0140-1750(85)90060-0