#' @section Process Definition:
#' Drift with parameter \eqn{\omega \in \Omega}{omega in Omega} where \eqn{\Omega}{Omega} is in
#' \eqn{{\rm I\!R}^{+}}{R^+} or \eqn{{\rm I\!R}^{-}}{R^-}. This process is defined as:
#' \eqn{X_t = \omega t}{X[t] = omega*t} and is occasionally referred to as Rate Ramp.
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