Nonparametric regression with autocorrelated errors
This function estimates nonparametrically the regression function
of y on x when the error terms are serially correlated.
sm.regression.autocor(x = 1:n, y, h.first, minh, maxh, method = "direct", ...)
y | 
 vector of the response values  | 
h.first | 
 the smoothing parameter used for the initial smoothing stage.  | 
x | 
 vector of the covariate values; if unset, it is assumed to
be   | 
minh | 
 the minimum value of the interval where the optimal smoothing parameter is searched for (default is 0.5).  | 
maxh | 
 the maximum value of the interval where the optimal smoothing parameter is searched for (default is 10).  | 
method | 
 character value which specifies the optimality criterium adopted;
possible values are   | 
... | 
 other optional parameters are passed to the   | 
see Section 7.5 of the reference below.
a list as returned from sm.regression called with the new value of
smoothing parameter, with an additional term $aux added which contains
the initial value h.first, the estimated curve using h.first, 
the autocorrelation function of the residuals from the initial fit, 
and the residuals.
a new suggested value for h is printed; also, if the parameter display
is not equal to "none", graphical output is produced on the current 
graphical device.
Bowman, A.W. and Azzalini, A. (1997). Applied Smoothing Techniques for Data Analysis: the Kernel Approach with S-Plus Illustrations. Oxford University Press, Oxford.
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