R/chud.R

Defines functions chdd chud

Documented in chdd chud

# From SamplerCompare, (c) 2010 Madeleine Thompson

# Computes Q such that Q^T Q = R^T R + x x^T.

chud <- function(R, x) {
  p <- nrow(R)
  stopifnot(is.matrix(R) && p == ncol(R))
  stopifnot(is.numeric(x) && length(x) == p)
  L <- .Fortran(dchud, R, p, p, x, 0, as.integer(0), as.integer(0), 0, 0,
                numeric(p), numeric(p))
  return(L[[1]])
}

# Computes Q such that Q^T Q = R^T R - x x^T.

chdd <- function(R, x) {
  p <- as.integer(nrow(R))
  z <- numeric(0)
  nz <- as.integer(0)
  R <- as.matrix(R)
  x <- as.numeric(x)
  stopifnot(p == ncol(R) && p == length(x))
  L <- .Fortran(dchdd, R, p, p, x, z, nz, nz, z, z, numeric(p), numeric(p),
                integer(1))
  info <- L[[12]]
  if (info == -1) {
    stop("downdating produced a non-positive-definite matrix")
  }
  return(L[[1]])
}

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SamplerCompare documentation built on May 2, 2019, 7:55 a.m.