협력형 개체 수 동역학에 대한 1900년대 연구
Researches in 1900's on cooperative population dynamics
0
조회
0
다운로드
0
인용
0
참고문헌
키워드
초록
협력적 행동은 자연선택과 적응이라는 개념에 반하는 것으로 보이기도 하지만, 유전자 수준에서 유기체에 이르기까지 자연에서 광범위하게 관찰된다. 협력적 행동의 유래와 지속성은 오랜 동안 진화와 생태를 연구하는 과학자들에게 수수께끼로 여겨져 왔다. 시간이 흘러도 협력이 유지되는 이유를 찾고자 하는 것이 진화 생태학과 행동 생태학 분야의 중요한 연구 주제 중에 하나이다. 여기에서는 상호작용하는 생물 집단 사이의 개체 수 동역학을 연구하는 수리생물학의 관점에서 협력 관계를 나타내는 수학적 모델에 대하여 역사적 개관을 살펴보고, 이러한 협력 관계 모델의 수학적 특성과 의미를 분석한다.
Abstract
Cooperative behavior may seem contrary to the notion of natural selection and adaptation, but is widely observed in nature, from the genetic level to the organism. The origin and persistence of cooperative behavior has long been a mystery to scientists studying evolution and ecology. One of the important research topics in the field of evolutionary ecology and behavioral ecology is to find out why cooperation is maintained over time. In this paper we take a historical overview of mathematical models representing cooperative relationships from the perspective of mathematical biology, which studies population dynamics between interacting biological groups, and analyze the mathematical characteristics and meanings of these cooperative models.
참고문헌 (23)
- W. C. Allee, "Animal Aggregations: A Study in General Sociology" (1931), University of Chicago
- W. C. Allee, "The Social Life of Animals" (1938), Heinemann
- R. Axelrod, "The Evolution of Cooperation" (1981), Basic Books
- F. Brauer, "Mathematical Models in Population Biology and Epidemiology" (2000), Springer-Verlag
- J. Bull, "Population Dynamics Constrain the Cooperative Evolution of Cross-Feeding", PLoS ONE, 4(1) (2009)
- H. Cronin, "The Ant and the Peacock" (1991), Cambridge University Press
- C. Darwin, "On the origin of species" (1859), J. Murray
- C. Darwin, "The Descent of Man, and Selection in Relation to Sex" (1871), J. Murray
- H. I. Freedman, "Deterministic Mathematical Models in Population Ecology" (1980), Marcel Dekker
- "The Population Dynamics of Obligately Cooperative Species Are Inherently Unstable" (2017)[URL]
- W. D. Hamilton, "The genetical evolution of social behavior. I and II", Journal of Theoretical Biology, 7, pp.1~52 (1964)
- C. Holling, "The components of predation as revealed by a study of small-mammal predation of the European pine sawfly", Can. Entomol, 91, pp.293~320 (1959)
- C. Holling, "The characteristics of simple type of predation and parasitism", Canadian Entomologist, 91, pp.385~398 (1959)
- C. Holling, "The functional response of predators to prey density and its role in mimicry and population regulation", Mem. Entomol. Soc. Can, 45, pp.3~60 (1965)
- M. Kot, "Elements of Mathematical Ecology" (2001), Cambridge University Press
- A. J. Lotka, "Elements of Physical Biology" (1925), Williams and Wilkins
- R. May, "Theoretical Ecology: Principles and Applications" (2007), Oxford University Press
- J. D. Murray, "Mathematical biology" (1989), Springer-Verlag
- M. A. Nowak, "Evolution of indirect reciprocity by image scoring", Nature, 393, pp.573~577 (1998)
- M. Rosenzweig, "Paradox of enrichment: destabilization of exploitation ecosystems in ecological time", Science, 171, pp.385~387 (1971)
- U. Segerstrale, "Defenders of the Truth: The Battle for Science in the Sociobiological Debate and Beyond" (2000), Oxford University Press
- 심성아, "상호작용하는 두 생물 종의 개체 수 변화에 대한 수학적 모델", 한국수학사학회지, 25(1), pp.45~56 (2012), 한국수학사학회
- V. Volterra, "Animal Ecology", pp.409~448 (1931), McGraw-Hill
