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生物空间分布分析常用的模型及拟合优度检验的几个问题 被引量：2

Several Problems Concerning the Most Frequently Used Models of the Space Distribution of Living Things and the Test of Fitness of Model
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摘要 The paper summarizes the relevant probability models describing the quantitative distribution of the population of living things. The author also studies the merits and the shortcomings of the different testing methods used in the models. The paper summarizes the relevant probability models describing the quantitative distribution of the population of living things. The author also studies the merits and the shortcomings of the different testing methods used in the models.
作者 谢邦昌
机构地区 台湾辅仁大学统计系
出处 《统计研究》 CSSCI 北大核心 2001年第11期51-60,共10页 Statistical Research
关键词 生物空间分布 拟合优度检验 参数估计 假设检验
分类号 O212.2 [理学—概率论与数理统计]
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  • 1[1]Chernoff, H. & Lehmann, E. L. (1954): The use of maximum likelihood estimates in χ2 test for goodness of fit, AMS, 25, pp. 579-586.
  • 2[2]Cochran,W.G.(1952) :The χ2-test of goodness of fit.AMS, 23. pp. 315-345.
  • 3[3]Cobran, W. G. ( 1954): Some methods for strengthening the common χ2 test. Biometrics, 10. pp.417-451.
  • 4[4]Feller, W. ( 1957 ) "An introduction to probability theory and its application", pp .250-253.
  • 5[5]Fieher, R. A( 1924)The condition under which the chisquare measures the discrepancy between observation and hypothesis. JRSS, 87, pp.422-450.
  • 6[6]Gurland, J. (1957). Some interrelations among compound and generalized distributions. Biometrika, 44,pp. 265-268.
  • 7[7]Hinz, P. 1 Gurland, J. (1970) A test of fit for the negative binomial and other "contagious" distributions, JASA, 65, pp. 887-903.
  • 8[8]Katli ,S. K. & Gurland, J. ( 1961 ): The Poisson Pascal distribution. Biometrics, 17, pp. 527-538.
  • 9[9]Datle,S.K & Gurland,J. (1962,a) Efficiency of certain methods of estimation for the negative binomial and the Neyman Type A distributions Biometrika, 49,pp. 215-226.
  • 10[10]Katti,S.K.& Gurland,J. (1962b) Some methods of estimation for the Poisson binomial distribution. Biometrics, 18, pp .42-51.

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统计研究
2001年 第11期

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