tests/testthat/test-rotation.R

In kantorovich: Kantorovich Distance Between Probability Measures

context("rotation")

test_that("Rotation example", {
#   skip_on_cran()
#   aux <- "../../inst/local-tests/local-rotation.R"
#   if(file.exists(aux)) source(aux, local=FALSE) else skip("skipped for R CMD Check")

  library(gmp)

  theta <- 0.225406088569612
  q <- c(1, 4, 9, 31, 71, 244, 1047, 5479, 22963, 74368, 171699, 761164)
  a <- c(4, 2, 3, 2, 3, 4, 5, 4, 3, 2, 4)
  #
  mu1 <- c(1-a[1]*theta, a[1]*theta)
  mu2 <- c((a[2]+1)*theta, 1-(a[2]+1)*theta)
  # noyau de 2 à 1
  P21_0 <- as.bigq(c(q[1], q[3]-q[1]), q[3])
  P21_1 <- as.bigq(c(0, 1), 1)
  P21 <- matrix(c(P21_0, P21_1), byrow=TRUE, nrow=2)
  # noyau de 3 à 2
  P32_0 <- as.bigq(c(1, 0), 1)
  P32_1 <- as.bigq(c(q[4]-q[2], q[2]), q[4])
  P32 <- matrix(c(P32_0, P32_1), byrow=TRUE, nrow=2)
  #
  rho1 <- function(x,y) discrete(x, y, gmp=TRUE)
  kanto2 <- kantorovich(as.vector.bigq(P21[1,]), as.vector.bigq(P21[2,]), dist=rho1)
  #
  rho <- function(x,y){
    if(x==y) return(0) else return(as.character(kanto2))
  }
  kanto3 <- kantorovich(as.vector.bigq(P32[1,]), as.vector.bigq(P32[2,]), dist=rho)

  expect_identical(kanto2, as.bigq(1,9))
  expect_identical(kanto3, as.bigq(4,279))
})