FITTING THE NEGATIVE BINOMIAL DISTRIBUTION TO BIOLOGICAL DATA AND NOTE ON THE EFFICIENT FITTING OF THE NEGATIVE BINOMIAL
暂无分享,去创建一个
[1] L. Whitaker,et al. ON THE POISSON LAW OF SMALL NUMBERS , 1914 .
[2] Student. An Explanation of Deviations from Poisson's Law in Practice , 1919 .
[3] M. Greenwood,et al. An Inquiry into the Nature of Frequency Distributions Representative of Multiple Happenings with Particular Reference to the Occurrence of Multiple Attacks of Disease or of Repeated Accidents , 1920 .
[4] G. E. Blackman. A Study by Statistical Methods of the Distribution of Species in Grassland Associations , 1935 .
[5] G. Chalam,et al. A Quantitative Analysis of the Weed Flora on Arable Land , 1937 .
[6] Jerzy Neyman,et al. On a New Class of "Contagious" Distributions, Applicable in Entomology and Bacteriology , 1939 .
[7] G. Beall. The Fit and Significance of Contagious Distributions when Applied to Observations on Larval Insects , 1940 .
[8] Rory A. Fisher,et al. THE NEGATIVE BINOMIAL DISTRIBUTION , 1941 .
[9] J. Haldane,et al. THE FITTING OF BINOMIAL DISTRIBUTIONS , 1941 .
[10] W. Feller. On a General Class of "Contagious" Distributions , 1943 .
[11] R. Fisher,et al. The Relation Between the Number of Species and the Number of Individuals in a Random Sample of an Animal Population , 1943 .
[12] C. B. Williams. Some Applications of the Logarithmic Series and the Index of Diversity to Ecological Problems , 1944 .
[13] H. A. Brischle,et al. Measuring the Local Distribution of Ribes , 1944 .
[14] L. C. Cole. A Theory of Analyzing Contagiously Distributed Populations , 1946 .
[15] E. Archibald. Plant PopulationsI. A New Application of Neyman's Contagious Distribution , 1948 .
[16] L. C. Cole,et al. The Measurement of Interspecific Associaton , 1949 .
[17] M. Thomas. A generalization of Poisson's binomial limit for use in ecology. , 1949, Biometrika.
[18] Anscombe Fj. The statistical analysis of insect counts based on the negative binomial distribution. , 1949 .
[19] Quenouille Mh,et al. A relation between the logarithmic, Poisson, and negative binomial series. , 1949 .
[20] G. B. Oakland. An Application of Sequential Analysis to Whitefish Sampling , 1950 .
[21] F. M. Wadley. Notes on the Form of Distribution of Insect and Plant Populations , 1950 .
[22] F. J. Anscombe,et al. Sampling theory of the negative binomial and logarithmic series distributions. , 1950, Biometrika.
[23] S. M. Marshall,et al. On the variability of replicate plankton samples and some applications of ‘contagious’ series to the statistical distribution of catches over restricted periods , 1951, Journal of the Marine Biological Association of the United Kingdom.
[24] Herbert S. Sichel,et al. The estimation of the parameters of a negative binomial distribution with special reference to psychological data , 1951 .
[25] A. G. Arbous,et al. Accident statistics and the concept of accident-proneness , 1951 .