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Chaos: principles and implications in biology.
1VA Medical Center, Indianapolis, IN.
Computer Applications in the Biosciences : CABIOS
|February 1, 1989
Summary
This paper explores dynamical systems theory, introducing chaos and strange attractors. We examine their significant implications within the field of biology.
Area of Science:
- Complex systems
- Theoretical biology
- Mathematical biology
Background:
- Dynamical systems theory provides a framework for understanding systems that evolve over time.
- Chaos and strange attractors are key concepts within this theory, describing complex, unpredictable behaviors.
Purpose of the Study:
- To review fundamental principles of dynamical systems theory.
- To introduce the concepts of chaos and strange attractors.
- To discuss the biological implications of these concepts.
Main Methods:
- Literature review of dynamical systems theory.
- Conceptual introduction to chaos and strange attractors.
- Discussion of biological applications.
Main Results:
- Overview of core dynamical systems principles.
- Definition and explanation of chaos and strange attractors.
- Exploration of how these mathematical concepts manifest in biological systems.
Conclusions:
- Dynamical systems theory, including chaos and strange attractors, offers valuable insights into biological complexity.
- Understanding these principles can advance biological research and modeling.