MALTHUS AND THE EVOLUTION OF MODELS
DOI:
https://doi.org/10.5902/2179460X13223Abstract
There is usually a correlation between the development of a mathematical model and the evolution of mathematics. This statement is more evident when dealing with mathematical models of some reality. The study of population dynamics gives an idea of the evolutionary process of mathematical models. The Malthus postulated that initially showed an exponential population growth led to the formulation of models with inhibited growth. Currently, new techniques and mathematical concepts provide new models – it is the case of fuzzy theory, cellular automata and coupled dynamical systems.Downloads
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