Version of Record online: 25 MAY 2004
Volume 55, Issue 4, pages 1210–1214, December 1999
How to Cite
Bartoletti, S., Flury, B. D. and Nel, D. G. (1999), Allometric Extension. Biometrics, 55: 1210–1214. doi: 10.1111/j.0006-341X.1999.01210.x
- Issue online: 25 MAY 2004
- Version of Record online: 25 MAY 2004
- Received February 1998. Revised February 1999. Accepted March 1999.
- Asymptotic test;
- Chi square distribution;
- Mixture distribution;
- Principal component
Summary. Constants of allometric growth are commonly estimated by the first eigenvector of the covariance matrix of log measurements. Hills (1982, in Encyclopedia of Statistical Sciences, 48–54) defines a model of allometric extension for two related species by the conditions that (a) the constants of allometric growth are identical for both species and (b) the vector of mean differences is proportional to the common first eigenvector of both covariance matrices. We give a test for allometric extension and discuss estimation of the parameters of the allometric extension model, including standard errors.