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Journal of Dairy Science Vol. 63 No. 1 109-119
© 1980 by American Dairy Science Association ®
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Application of the Incomplete Gamma Function to Predict Cumulative Milk Production

W. R. Congleton, Jr.1 and R. W. Everett

Department of Animal Science, Cornell University, Ithaca, NY 14853

ABSTRACT

The incomplete gamma function was used to generate lactation curves for a large sample of Holstein records from the Northeast Dairy Herd Improvement Association files. Curves were fitted by linear regression on the logarithmic transformation of the incomplete gamma function. Effects of month of freshening, days open, and intra- and interherd variability in cumulative yield were determined separately by linear regression for first, second, and later lactations for each parameter of the model. These predictions were used to extend partial records of milk production to 305-day equivalent. Predicted effects of parity number and season of freshening on incomplete gamma parameters b and c were used to specify shape of the lactation curve for partial records. Since most variation in lactation curves for high and low producing cows was due to variation in the equation multiplier, this parameter (A) was changed to shift the predicted curve closer to observations in the partial records. Predictions of 305-day cumulative yield from partial records by this technique had smaller root mean squares (356 to 586 kg) than the test interval method with extension factors (396 to 751 kg).


FOOTNOTES

1 Department of Animal and Veterinary Sciences, University of Maine, Orono 04473.




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A. M. Silvestre, F. Petim-Batista, and J. Colaco
The Accuracy of Seven Mathematical Functions in Modeling Dairy Cattle Lactation Curves Based on Test-Day Records From Varying Sample Schemes
J Dairy Sci, May 1, 2006; 89(5): 1813 - 1821.
[Abstract] [Full Text] [PDF]




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