| mse | R Documentation | 
Compute cost functions (cross-validation criteria) for fitted regression models.
mse(y, yhat)
rmse(y, yhat)
medAbsErr(y, yhat)
BayesRule(y, yhat)
BayesRule2(y, yhat)
| y | response | 
| yhat | fitted value | 
Cost functions (cross-validation criteria) are meant to measure lack-of-fit. Several cost functions are provided:
mse() returns the mean-squared error of prediction for
a numeric response variable y and predictions yhat; and
rmse() returns the root-mean-squared error and is just the
square-root of mse().
medAbsErr() returns the median absolute error of prediction for a numeric
response y and predictions yhat.
BayesRule() and BayesRule2() report the proportion
of incorrect predictions for a dichotomous response variable y, assumed
coded (or coercible to) 0 and 1. The yhat values are
predicted probabilities and are rounded to 0 or 1. The distinction
between BayesRule() and BayesRule2() is that the former
checks that the y values are all either 0 or 1
and that the yhat values are all between 0 and 1, while
the latter doesn't and is therefore faster.
In general, cost functions should return a single numeric
value measuring lack-of-fit. mse() returns the mean-squared error;
rmse() returns the root-mean-squared error;
medAbsErr() returns the median absolute error;
and BayesRule() and
BayesRule2() return the proportion of misclassified cases.
mse(): Mean-square error.
rmse(): Root-mean-square error.
medAbsErr(): Median absolute error.
BayesRule(): Bayes Rule for a binary response.
BayesRule2(): Bayes rule for a binary response (without bounds checking).
cv, cv.merMod,
cv.function.
if (requireNamespace("carData", quietly=TRUE)){
withAutoprint({
data("Duncan", package="carData")
m.lm <- lm(prestige ~ income + education, data=Duncan)
mse(Duncan$prestige, fitted(m.lm))
data("Mroz", package="carData")
m.glm <- glm(lfp ~ ., data=Mroz, family=binomial)
BayesRule(Mroz$lfp == "yes", fitted(m.glm))
})
} else {
cat("\n install 'carData' package to run these examples\n")
}
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