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COMPARING CARCASS END-POINT AND PROFIT MAXIMIZATION DECISION RULES USING DYNAMIC NONLINEAR GROWTH FUNCTIONS — CORRIGENDUM

Published online by Cambridge University Press:  18 March 2015

JOSHUA G. MAPLES
Affiliation:
Ph.D. graduate student, Oklahoma State University, Stillwater, Oklahoma
KALYN T. COATNEY
Affiliation:
Assistant research professor, Department of Agricultural Economics, Mississippi State University, Mississippi State, Mississippi
JOHN M. RILEY
Affiliation:
Associate extension professor, Department of Agricultural Economics, Mississippi State University, Mississippi State, Mississippi
BRANDI B. KARISCH
Affiliation:
Assistant extension/research professor, Department of Animal and Dairy Sciences, Mississippi State University, Mississippi State University, Mississippi State, Mississippi
JANE A. PARISH
Affiliation:
Research/extension professor, North Mississippi Research and Extension Center Prairie Research Unit, Prairie, Mississippi
RHONDA C. VANN
Affiliation:
Research professor, Brown Loam Branch Experiment Station, Mississippi State University, Raymond, Mississippi
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Extract

In the Journal of Agricultural and Applied Economics Volume 47 (Number 1), Equations 7 and 10 were published with errors.

Type
Corrigendum
Copyright
Copyright © The Author(s) 2015 

In the Journal of Agricultural and Applied Economics Volume 47 (Number 1), Equations 7 and 10 were published with errors. The corrected equations are reprinted below:

(7) \begin{equation} y_i (t|{\bm \Omega }_i ) = e^{ - k_i t} ( {y_{0i} - m_i (1 - e^{k_i t} )} ).\end{equation}
(10) \begin{equation} \quad \quad \hat \pi _{ip} (t) = p_{ip} e^{ - \widehat{k}_i t} ( {y_{0i} - \widehat{m}_i (1 - e^{\widehat{k}_i t} )} ) - w_i t - F_i,\end{equation}

References

Maples, J.G., Coatney, K.T., Riley, J.M., Karisch, B.B., Parish, J.A., and Vann, R.C., “Comparing Carcass End-Point and Profit Maximization Decision Rules Using Dynamic Nonlinear Growth Functions.” Journal of Agricultural and Applied Economics 47(2015):125.CrossRefGoogle Scholar