Local Regression Fitting and Standard Errors (Direct)

USAGE:
loess.dfitse(y, x, x.evaluate, weights, robust, family, span, degree,
      parametric, drop.square, s)
y:
a numeric vector of response
x:
a matrix of numeric predictors
x.evaluate:
a data frame expanded from a rectangular marginal grid points (points of evaluations) in the space of the predictors (see expand.grid).
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
family:
the assumed distribution of the errors. The values are "gaussian" or "symmetric". If the second value is specified, a robust fitting procedure is used.
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.
s:
standard deviation.

VALUE:
This is a support routine for predict.loess. It returns the standard errors of the fitted values, and the fitted values.

SEE ALSO:
loess , predict.loess .