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# Tangent-elliptical setup (p = 3, signs live in S^{p - 2})
p <- 3
theta <- c(rep(0, p - 1), 1)
Lambda <- matrix(0.5, nrow = p - 1, ncol = p - 1)
diag(Lambda) <- 1
kappa_V <- 2
kappa_Lambda <- 2
r_V <- function(n) r_g_vMF(n = n, p = p, kappa = kappa_V)
g_scaled <- function(t, log) {
g_vMF(t, p = p, kappa = kappa_V, scaled = TRUE, log = log)
}
test_that("TE density integrates to one and agrees with its sampler", {
for (p in p_dims_tang) {
theta <- c(rep(0, p - 1), 1)
Lambda <- diag(c(rep(1 / (p - 1 + kappa_Lambda), p - 2),
(1 + kappa_Lambda) / (p - 1 + kappa_Lambda)),
nrow = p - 1, ncol = p - 1)
r_V <- function(n) r_g_vMF(n = n, p = p, kappa = kappa_V)
g_scaled <- function(t, log) {
g_vMF(t, p = p, kappa = kappa_V, scaled = TRUE, log = log)
}
expect_distribution(
d = function(x, log = FALSE) {
d_TE(x = x, theta = theta, g_scaled = g_scaled, Lambda = Lambda,
log = log)
},
r = function(n) r_TE(n = n, theta = theta, r_V = r_V, Lambda = Lambda),
p = p, seed = 70 + 3L * p)
}
})
test_that("TE edge cases", {
X <- r_TE(n = 10, theta = theta, r_V = r_V, Lambda = Lambda)
expect_error(r_TE(n = 40, theta = theta, r_V = r_V, Lambda = diag(p)))
expect_error(d_TE(x = X, theta = theta, g_scaled = g_scaled,
Lambda = diag(p)))
})
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