Local Regression Fitting

USAGE:
loess.raw(y, x, weights, robust, span, degree, parametric, drop.square,
      surface, statistics, cell, trace.hat)
y:
a numeric vector of response
x:
a matrix of numeric predictors
weights:
a numeric vector of weights to be given to individual observations in the sum of squared residuals that forms the local fitting criterion.
robust:
a numeric vector of robustness weights
span:
smoothing parameter.
degree:
overall degree of locally-fitted polynomial. 1 is locally-linear fitting and 2 is locally-quadratic fitting.
parametric:
for two or more numeric predictors, this argument specifies those variables that should be conditionally-parametric. It should be specified as a logical vector of length equal to the number of columns in x.evaluate.
drop.square:
for cases with degree equal to 2 and with two or more numeric predictors, this argument specifies those numeric predictors whose squares should be dropped from the set of fitting variables. The method of specification is the same as for parametric.
surface:
determines whether the fitted surface is computed directly at all points ("direct") or whether an interpolation method is used ("interpolate").
statistics:
determines whether the statistical quantities are computed exactly ("exact") or approximately ("approximate") ("none" implies no statistical calculations).
cell:
the maximum cell size of the k-d tree. Suppose k <- floor(n*cell) where n is the number of observations. Then a cell is further divided if the number of observations within it is greater than or equal to k.
trace.hat:
determines the computational method used to compute the trace of the hat matrix, which is used in the computation of the statistical quantities. ("exact" or "approximate", please refer to documentation of loess.control for usage detail).

VALUE:
This is a support routine for loess. It returns the fitted values, the k-d tree if interpolations is used, and the statistics if statistics is not "none".

SEE ALSO:
loess.control , loess .