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Correction for KHATRI, Biometrika 46 (3-4) 486-490.
Biometrika 1961 48(3-4):474; doi:10.1093/biomet/48.3-4.474-b
© 1961 by Biometrika Trust
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CORRIGENDA

Corrigenda

The authors are indebted to D. G. Kendall for pointing out an error in (1') on p. 485.

(a) The paragraph including this formula should read

By making the correspondence w = x, A = M, a(B'A–1B)–1 B' = y, we obtain the bound in I,


with equality holding if and only if {omega} = {alpha}a(B'A–1B)–1B'A–1. Because of the constraint {omega}B = a, we also have {omega} = 1. (Note that B'A–1B is non-singular by conditions I.)

(b) p. 486 (ii) should read

(ii) The solution is given directly by (1') with A = I, a = e: l=m+l, and B replaced by B':

{omega}{omega}' < e(BB')–1e',

with equality holding if and only if {omega} = e(BB')–1B. This is equivalent to the solution of Karush and Wolfsohn, and presents an alternative expression for their result.


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