1. A law of nature?
- Author
-
Marvin Chester
- Subjects
education.field_of_study ,Extinction ,Differential equation ,Ecology (disciplines) ,Population ,Population Theory ,Governing equation ,Quantitative Biology - Quantitative Methods ,Population evolution ,Quantitative Biology::Populations and Evolution ,Physics - Biological Physics ,Quantitative Biology - Populations and Evolution ,education ,Mathematical economics - Abstract
Is there an overriding principle of nature, hitherto overlooked, that governs all population behavior? A single principle that drives all the regimes observed in nature - exponential-like growth, saturated growth, population decline, population extinction, oscillatory behavior? In current orthodox population theory, this diverse range of population behaviors is described by many different equations - each with its own specific justification. The signature of an overriding principle would be a differential equation which, in a single statement, embraces all the panoply of regimes. A candidate such governing equation is proposed. The principle from which the equation is derived is this: The effect on the environment of a population's success is to alter that environment in a way that opposes the success., Comment: Revised equation-numbering to correspond to published version
- Published
- 2011
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