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A Statistical Examination of the Worm Egg Count Sampling Technique for Sheep

Published online by Cambridge University Press:  18 November 2009

G. C. Hunter
Affiliation:
Rowett Research Institute, Aberdèen
M. H. Quenouille
Affiliation:
Statistics Department, Marischal College, Aberdeen University*.

Extract

The use of worm egg counts for observational and experimental purposes in naturally infested sheep has become very popular since Whitlock and Gordon (1989) introduced the simple and efficient McMaster slide technique. When using a dilution technique such as this, the accuracy of the count increases as more eggs are counted. In order to count more eggs when using the McMaster slide it is usually more convenient, in practice, to take more samples (i.e. count more cells) than to alter the dilution. It is therefore desirable to know the optimum number of samples which should be counted for each sheep when comparing the counts of naturally infested sheep. The usefulness of sampling on one or more days is another problem concerning experiments of this nature.

Type
Research Papers
Copyright
Copyright © Cambridge University Press 1952

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References

Anscombe, F. J., 1949.—“The Statistical Analysis of Insect Counts Based on the Negative Binomial Distribution.Biometrics, 5, 165173.Google Scholar
Beall, G., 1942.—“The Transformation of Data from Entomological Field Experiments so that the Analysis of Variance becomes Applicable.” Biometrika, 32, 243262. (W.L. 2984.)CrossRefGoogle Scholar
Fisher, R. A., Corbet, A. S. and Williams, C. B., 1943.—l“The Relation between the Number of Species and the Number of Individuals in a Random Sample of Animal Population.J. Anim. Ecol., 12, 4258. (W.L. 11027a.)CrossRefGoogle Scholar
Haldane, J. B. S., 1941.—“The Fitting of Binomial Distributions,” Ann. Eugen. Camb., 11, 179181. (W.L. 1039a.)Google Scholar
Jones, P. C. T. and Mollison, J. E.. 1948. —“A Technique for the Quantitative Estimation of Soil Micro-organisms.J. gen. Microbiol, 2, 5469.Google Scholar
Whitlock, H. V. and Gordon, H. MCL., 1939. —“A New Technique for Counting Nematode Eggs in Sheep Faeces.J. Conn, sci, industr. Res. Aust., 12, 5052. (W.L. 11140a.)Google Scholar
Williams, C. B., 1947.—“The Logarithmic Series and its Application to Biological Problems.J. Ecol., 34, 253272. (W.J.. 11169.)Google Scholar