Abstract
AbstractContemporary scientific knowledge is built on both methodological and epistemological reductionism. The discovery of the limitations of the reductionist paradigm in the mathematical treatment of certain physical phenomena originated the notion of complexity, both as a pattern and process. After clarifying some very general terms and ideas on biological evolution and biological complexity, the article will tackle to seek to summarize the debate on biological complexity and discuss the difference between complexities of living and inert matter. Some examples of the major successes of mathematics applied to biological problems will follow; the notion of an intrinsic limitation in the application of mathematics to biological complexity as a global, relational, and historical phenomenon at the individual and species level will also be advanced.
Publisher
Springer Science and Business Media LLC
Subject
Applied Mathematics,Ecology, Evolution, Behavior and Systematics,Statistics and Probability
Reference142 articles.
1. Adami C (2002) What is complexity? BioEssays 24(12):1085–1094
2. Ageno M (1986) Le radici della biologia. Feltrinelli, Milano
3. Allen THF, Starr TB (1982) Hierarchy: perspectives for ecological complexity. The University of Chicago Press, Chicago
4. Ashby RW (1956) An introduction to cybernetics. Chapman & Hall, London
5. Ashby WR (1962) Principles of the self-organizing system. In: Foerster V, Zopf GW Jr. (eds) Principles of self-organization. Pergamon Press, London, pp 255–278
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