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gdt
2005 Jan 05
1
cubic spline smoother with heterogeneous variance.
...bias in the estimate of the
predicted value of Y and its first derivative? I could Ln-transform the
data to achieve homogeneity of variance, but this would give me the mean
of Ln(Y) at each time (i.e. the mode of Y when back-transformed) and the
derivative of Ln(Y) with time (i.e. d(Ln(Y))/dt = dY/YDt), not dY/dt.
Can anyone suggest the best strategy for solving this problem?
Bill Shipley
Subject Matter Editor, Ecology
North American Editor, Annals of Botany
Département de biologie, Université de Sherbrooke,
Sherbrooke (Québec) J1K 2R1 CANADA
Bill.Shipley@USherbrooke.ca
<http://ca...
2013 Mar 03
0
Lee Longmore
ydt mvz.vsd/http://www.maaelimpresiones.com/vwubayz/gxhlhmjm8hou8o.sfv?5vt79tkz29wawzjvixyrbt6phwrtsicupi cxsg.vsd/rsnajkb uzfktrn.vsd/
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