#' @title Anova
#' @description Partial computations for Anova analysis.
#' @details Computes the partial equations for test regression models.
#' @param beta is a list of the regression coefficients.
#' @param formula a string character to be transformed as an object of class formula.
#' @param media.y a numeric value, the arithmetic mean for a given response variable.
#'
#' @return A list with components:
#' \item{rows.x}{the number of rows present in x.}
#' \item{rows.y}{the number of rows present in y.}
#' \item{cols.x}{the number of cols present in x.}
#' \item{cols.y}{the number of cols present in y.}
#' \item{residuals}{the prediction error.}
#' \item{sst}{total sum of squares.}
#' \item{sse}{sum of squares error.}
#' \item{lbx}{the number of study variables.}
#' \item{quad.y}{sum of total squares for response variable.}
#' \item{y.hat}{the fitted values.}
#' @author Paula Raissa Silva
#' @export
getAnova <- function(beta, formula, media.y) {
#Data transformations
beta.reg.aux <- as.numeric(unlist(strsplit(beta, split="x")))
beta.reg <- data.matrix(beta.reg.aux)
mean.y <- as.numeric(media.y)
bindxy <- getVarbyFormula(formula=formula)
bind.x <- data.matrix(bindxy$x)
bind.y <- data.matrix(bindxy$y)
y.hat <- bind.x %*% beta.reg
#prediction error
residuals <- bind.y - y.hat
#lenght bind_x
lbx <- length(bind.x)
#rows x
rows.x <- nrow(bind.x)
#rows y
rows.y <- nrow(bind.y)
#cols x
cols.x <- ncol(bind.x)
#cols y
cols.y <- ncol(bind.y)
#k number of estimatiors
k <- cols.x - 1
s2 <- sum(residuals ^ 2) / (rows.x - k - 1)
s <- sqrt(s2)
#sse : sum of squares error
sse <- sum(residuals ^ 2)
#sst : total sum of squares
sst <- sum((bind.y - mean.y) ^ 2)
#standard error of the estimate
std.residuals <- sum(bind.y - residuals)
#sum of total squares
quad.y <- sum(bind.y ^ 2)
#Standardized
residuos.std <- residuals / s
return(list(rows.x = rows.x, rows.y = rows.y, cols.x = cols.x, cols.y=cols.y, residuals = residuals, sst = sst, sse = sse,
lbx = lbx, quad.y = quad.y, y.hat = y.hat, std.residuals = std.residuals))
}
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