Access the full text.
Sign up today, get DeepDyve free for 14 days.
Loading next page...
/lp/springer-journals/sur-l-interpr-tation-de-la-loi-logistique-de-croissance-une-re-lecture-4lFQ603xmE
References (27)
-
G. Snell (1929)
AN INHERENT DEFECT IN THE THEORY THAT GROWTH RATE IS CONTROLLED BY AN AUTOCATALYTIC PROCESS.Proceedings of the National Academy of Sciences of the United States of America, 15 3
-
P. Delattre (1971)
L'Evolution des Systèmes Moléculaires -
P. Delattre (1980)
Une définition formalisée de l'autocatalyseC.R. Acad. Sci. Paris, 290
-
M. Gatto, S. Muratori, S. Rinaldi (1988)
A functional interpretation of the logistic equationEcological Modelling, 42
-
J.J. Deschamps (1902)
Principes de la Biologie relationnelleBull. Soc. Philomath. Paris, 4
-
R. Buis, M. L'Hardy-Halos, C. Lambert (1996)
Caracterisation de la structure d'un processus de croissanceActa Biotheoretica, 44
-
P.F. Verhulst (1845)
Recherches mathématiques sur la loi d'accroissement de la populationNouv. Mém. Acad. Roy. Sci. et Belles-Lettres Bruxelles, 18
-
P. Verhulst
Recherches mathématiques sur la loi d’accroissement de la populationNouveaux mémoires de l'Académie royale des sciences et belles-lettres de Bruxelles
-
T.B. Robertson (1908)
On the normal rate of growth of an individual, and its biochemical significanceArchiv. Entwicklungsmechanik Org. (W. Roux), 25
-
W. Crozier (1926)
ON CURVES OF GROWTH, ESPECIALLY IN RELATION TO TEMPERATUREThe Journal of General Physiology, 10
-
P.F. Verhulst (1838)
Notice sur la loi que la population suit dans son accroissementCorresp. Math. et Phys., 10
-
M.E. Turner, E.L. Bradley, K.A. Kirk, K.M. Pruitt (1976)
A theory of growthMath. Biosci., 29
-
G. Leitmann (1972)
A minimum principle for a population equationJournal of Optimization Theory and Applications, 9
-
V. Volterra (1978)
Calculus of variations and the logistic curve -
M. Turner, E. Bradley, K. Kirk, K. Pruitt (1976)
A theory of growthBellman Prize in Mathematical Biosciences, 29
-
R. Buis, M-Th. L'Hardy-Halos, C. Lambert (1996)
Caractérisation de la structure d'un processus de croissance. Application à la croissance des cellules pleuridiophores de l'Algue Antithamnion plumulaActa Biotheor., 44
-
J. Thornley (1990)
A new formulation of the logistic growth equation and its application to leaf area growth.Annals of Botany, 66
-
V. Volterra (1937)
Principes de biologie mathématiqueActa Biotheoretica, 3
-
A.J. Lotka (1925)
Elements of Physical Biology -
J. Nelder (1961)
The Fitting of a Generalization of the Logistic CurveBiometrics, 17
-
G. Teissier (1937)
Les Lois Quantitatives de la Croissance -
T. Robertson
The chemical basis of growth and senscence -
G. Chauvet (1987)
Traité de Physiologie Théorique -
R. Buis (1993)
Growth activity and structure at various organization levels in plantsActa Biotheoretica, 41
-
C. Lioret (1974)
L'analyse des courbes de croissancePhysiol. Végét., 12
-
L. Bertalanffy (1957)
Quantitative Laws in Metabolism and GrowthThe Quarterly Review of Biology, 32
-
F. Richards (1959)
A Flexible Growth Function for Empirical UseJournal of Experimental Botany, 10
- Publisher
- Springer Journals
- Copyright
- Copyright © 1997 by Kluwer Academic Publishers
- Subject
- Philosophy; Philosophy of Biology; Evolutionary Biology
- ISSN
- 0001-5342
- eISSN
- 1572-8358
- DOI
- 10.1023/A:1000632008695
- Publisher site
- See Article on Publisher Site
Abstract
The logistic function now constitutes the most widely used model for there presentation of growth kinetics of the continuous monotonous type in biological systems (populations, organisms, organs, ...). This ubiquity led to consider logistics from a phenomenological rather than mechanistic viewpoint. Whence the question : can logistics be given an interpretation, a signification which confers the rank of an "explicative" model to it?
Journal
Acta Biotheoretica – Springer Journals
Published: Sep 18, 2004