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확률에서 독립성 개념의 의미 분석

Semantic analysis of the independency concepts in the probability

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Abstract

The article discusses the independence concept occurring in the learning of probability. The author does not distinguishes the independence in the events from the independence in the trials. Instead, the author suggests the physico-empirical independence and the logico-mathematical independence to distinguish between the two concepts.

참고문헌 (9)

  1. 우정호, "수학 I" (2003), 대한교과서(주)
  2. 이정연, "조건부확률 개념의 이해에 관한 연구", 석사, pp.2006
  3. 임재훈, "수학 I" (2003), 두산(주)
  4. 조차미, "확률 영역에서의 독립성, 그 직관적 개념과 형식적 정의의 갈등", 수학교육, 47(3), pp.373~386 (2008), 한국수학교육학회
  5. Feller,W, "An introduction to probability and its application" (1968), John Wiley & Sons
  6. Fischbein,E, "The intuitive sources of Probabilistic thinking in children" (1975), D. Reidel
  7. Kac,M, "Statistical Independency in probability, analysis and number theory, Carus Mathematical Monograph" (1959), John Wiley & Sons
  8. Loéve,M, "Probability theory" (1963), D. van Nostrand
  9. Stigler,S.M, "The History of Statistics. The Measurement of Uncertainty before 1900" (1986), Harvard University Press

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