#' routine for fast inversion of multiple 3x3 matrices
#'
#' routine for fast inversion of multiple 3x3 matrices
#'
#'
#' Be m=k*3. The matrix will then be interpreted as k 3x3 matrices, which are
#' subsequently inverted
#'
#' @param A m x 3 matrix, where m is a multiple of 3 %% ~~Describe \code{A}
#' here~~
#' @param trans calculate inverse of transposed subblocks %% ~~Describe
#' \code{trans} here~~
#' @return Returns matrix containing inverted submatrices.
#' @author Stefan Schlager
#'
#' @examples
#'
#' A <- matrix(rnorm(18),6,3)
#' B <- multisolve3(A)
#' @export multisolve3
multisolve3 <- function(A,trans=FALSE)
{
A <- as.matrix(A)
n <- ncol(A)
m <- nrow(A)
l <- (m/n)-1
if (m %% n !=0)
stop("number of rows must be multiple of columns")
trans <- as.integer(trans)
out <- .Call("multisolve3Cpp",A,trans)
return(out)
}
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