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Fractional polynomials and nonlinear least-squares estimation
Is there a fundamental reason why fractional polynomials (either -fp- or -mfp-) are not allowed when using -nl- (nonlinear least-squares estimation)?
Thanks,
Andrzej
There is a pragmatic one: -nl- often does not converge without good starting values. -fp- and -mfp- fits many different models, so I would expect a fairly large proportion of those not to converge, which throws off the entire algorithm.
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Maarten L. Buis
University of Konstanz
Department of history and sociology
box 40
78457 Konstanz
Germany http://www.maartenbuis.nl
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