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#' @title Periodic B-Splines
#'
#' @param order Order of the splines (4 for cubic)
#' @param period Period of the splines (1 by default)
#' @param knots Knots of the splines (in [0, period[)
#' @param pos Requested positions (in [0, period[). The rows of the returned matrix
#' will correspond to those positions
#'
#' @returns A matrix (len(pos) x len(knots))
#' @export
#'
#' @examplesIf current_java_version >= minimal_java_version
#' s<-periodic_bsplines(knots = c(0,.2,.3, .9,.95), pos=seq(0,1,0.01))
#' matplot(s, type='l')
periodic_bsplines <- function(order = 4, period = 1, knots, pos) {
jm <- .jcall(
"jdplus/toolkit/base/r/math/BSplines", "Ljdplus/toolkit/base/api/math/matrices/Matrix;",
"periodic", as.integer(order), as.numeric(period), .jarray(as.numeric(knots)), .jarray(as.numeric(pos))
)
res <- .jd2r_matrix(jm)
return(res)
}
#' @title B-Splines
#'
#' @param order Order of the splines (4 for cubic)
#' @param knots Knots of the splines (in [0, period[)
#' @param pos Requested positions (in [0, period[). The rows of the returned matrix
#' will correspond to those positions
#'
#' @returns A matrix (len(pos) x len(knots))
#' @export
#'
#' @examplesIf current_java_version >= minimal_java_version
#' s<-bsplines(knots = c(0,.2,.3, .9,.95, 1), pos=seq(0,1,0.01))
#' matplot(s, type='l')
bsplines <- function(order = 4, knots, pos) {
jm <- .jcall(
"jdplus/toolkit/base/r/math/BSplines", "Ljdplus/toolkit/base/api/math/matrices/Matrix;",
"of", as.integer(order), .jarray(as.numeric(knots)), .jarray(as.numeric(pos))
)
res <- .jd2r_matrix(jm)
return(res)
}
#' @title Natural cubic spline
#'
#' @param x Abscissas of the knots
#' @param y Ordinates of the knots
#' @param pos Requested positions
#'
#' @returns An array corresponding to the values of the spline at the requested positions
#' @export
#'
#' @examplesIf current_java_version >= minimal_java_version
#' s<-natural_cspline(x = c(0,.2,.3, .9,.95), y= c(1,3,5,8,12), pos=seq(0,1,0.01))
#' plot(s, type='l')
natural_cspline <- function(x, y, pos) {
return(.jcall(
"jdplus/toolkit/base/r/math/CubicSplines", "[D",
"natural", .jarray(as.numeric(x)), .jarray(as.numeric(y)), .jarray(as.numeric(pos))
))
}
#' @title Monotonic cubic spline
#'
#' @param x Abscissas of the knots
#' @param y Ordinates of the knots
#' @param pos Requested positions
#'
#' @returns An array corresponding to the values of the spline at the requested positions
#' @export
#'
#' @examplesIf current_java_version >= minimal_java_version
#' s<-monotonic_cspline(x = c(0,.2,.3, .9,.95), y= c(1,3,5,8,12), pos=seq(0,1,0.01))
#' plot(s, type='l')
monotonic_cspline <- function(x, y, pos) {
return(.jcall(
"jdplus/toolkit/base/r/math/CubicSplines", "[D",
"monotonic", .jarray(as.numeric(x)), .jarray(as.numeric(y)), .jarray(as.numeric(pos))
))
}
#' @title Periodic cubic spline
#'
#' @param x Abscissas of the knots
#' @param y Ordinates of the knots
#' @param pos Requested positions
#'
#' @returns An array corresponding to the values of the spline at the requested positions
#' @export
#'
#' @examplesIf current_java_version >= minimal_java_version
#' s<-periodic_cspline(x = c(0,.2,.3, .9,.95, 1), y= c(1,3,8,5,12, 1), pos=seq(0,1,0.01))
#' plot(s, type='l')
periodic_cspline <- function(x, y, pos) {
return(.jcall(
"jdplus/toolkit/base/r/math/CubicSplines", "[D",
"periodic", .jarray(as.numeric(x)), .jarray(as.numeric(y)), .jarray(as.numeric(pos))
))
}
#' @title Periodic cardinal cubic splines
#'
#' @param x Abscissas of the knots
#' @param pos Requested positions
#' @returns A matrix (len(pos) x len(knots))
#' @export
#'
#' @examplesIf current_java_version >= minimal_java_version
#' s<-periodic_csplines(x = c(0,.2,.3, .9,.95, 1), pos=seq(0,1,0.01))
#' matplot(s, type='l')
periodic_csplines <- function(x, pos) {
jm <- .jcall(
"jdplus/toolkit/base/r/math/CubicSplines", "Ljdplus/toolkit/base/api/math/matrices/Matrix;",
"periodicCardinalSplines", .jarray(as.numeric(x)), .jarray(as.numeric(pos))
)
res <- .jd2r_matrix(jm)
return(res)
}
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