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The nature of selection. (Written circa 1971, published posthumously)
Journal of Theoretical Biology
|August 7, 1995
Summary
A unified mathematical theory of selection could encompass all selection types, from genetics to sociology. This foundational work explores the necessity and potential properties of such a general theory.
Area of Science:
- Evolutionary Biology
- Theoretical Biology
- Mathematical Modeling
Background:
- George R. Price's posthumously published work.
- The need for a unified framework for understanding selection processes.
- Dr. Price's significant contributions to evolutionary genetics.
Purpose of the Study:
- To propose the development of a general "Mathematical Theory of Selection."
- To unify diverse selection types (chemical, sociological, genetical) under one theoretical model.
- To outline the potential properties and necessity of a general selection theory.
Main Methods:
- Conceptual framework development.
- Argumentation for a unified theory.
- Exploration of theoretical properties.
Main Results:
- A conceptual model for a unified theory of selection is proposed.
- The necessity and potential characteristics of such a theory are discussed.
- The paper lays groundwork for a general mathematical theory of selection.
Conclusions:
- A unified mathematical theory of selection is a necessary and achievable goal.
- Such a theory could have broad applications across scientific disciplines.
- This work highlights the potential for a general theory analogous to communication theory.
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