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Fit a loess model.
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Args:
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- `xs`: A `n` by `m` matrix with `n` observations from `m` independent predictors
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- `ys`: A length `n` response vector.
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- `normalize`: Normalize the scale of each predicitor. (default true when `m > 1`)
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- `span`: The degree of smoothing, typically in [0,1]. Smaller values result in smaller
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+ - `xs`: A `n` by `m` matrix with `n` observations from `m` independent predictors
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+ - `ys`: A length `n` response vector.
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+ - `normalize`: Normalize the scale of each predicitor. (default true when `m > 1`)
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+ - `span`: The degree of smoothing, typically in [0,1]. Smaller values result in smaller
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local context in fitting.
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- `degree`: Polynomial degree.
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+ - `degree`: Polynomial degree.
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Returns:
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A fit `LoessModel`.
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Tricubic weight function.
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Args:
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- `u`: Distance between 0 and 1
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+ - `u`: Distance between 0 and 1
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Returns:
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A weighting of the distance `u`
@@ -231,8 +231,8 @@ Default normalization procedure for predictors.
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This simply normalizes by the mean of everything between the 10th an 90th percentiles.
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Args:
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- `xs`: a matrix of predictors
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- `q`: cut the ends of at quantiles `q` and `1-q`
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+ - `xs`: a matrix of predictors
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+ - `q`: cut the ends of at quantiles `q` and `1-q`
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Modifies:
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`xs`
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