Nothing
nmTest({
# foce = "foce+" revives the pre-6.1.0 FOCE that keeps the live conditional
# residual variance R (vs. the default "nonmem" FOCE that freezes R at eta=0).
# For a proportional/combined-error model the two objectives differ; for pure
# additive error R does not depend on eta, so they must coincide.
skip_on_cran()
skip_if_not_installed("nlmixr2data")
one.cmt <- function() {
ini({ tka <- 0.45; tcl <- 1; tv <- 3.45; add.sd <- 0.7; prop.sd <- 0.1
eta.ka ~ 0.6; eta.cl ~ 0.3; eta.v ~ 0.1 })
model({ ka <- exp(tka + eta.ka); cl <- exp(tcl + eta.cl); v <- exp(tv + eta.v)
linCmt() ~ add(add.sd) + prop(prop.sd) })
}
add.cmt <- function() {
ini({ tka <- 0.45; tcl <- 1; tv <- 3.45; add.sd <- 0.7
eta.ka ~ 0.6; eta.cl ~ 0.3; eta.v ~ 0.1 })
model({ ka <- exp(tka + eta.ka); cl <- exp(tcl + eta.cl); v <- exp(tv + eta.v)
linCmt() ~ add(add.sd) })
}
d <- nlmixr2data::theo_sd
test_that("foce=\"foce+\" runs and differs from \"nonmem\" for proportional error", {
fn <- suppressWarnings(suppressMessages(
nlmixr(one.cmt, d, "foce",
foceiControl(print = 0L, calcTables = FALSE, outerOpt = "nlminb", covMethod = ""))))
fp <- suppressWarnings(suppressMessages(
nlmixr(one.cmt, d, "foce",
foceiControl(print = 0L, calcTables = FALSE, outerOpt = "nlminb", covMethod = "", foce = "foce+"))))
expect_true(is.finite(fn$objective))
expect_true(is.finite(fp$objective))
expect_false(isTRUE(all.equal(fn$objective, fp$objective, tolerance = 1e-4)))
})
test_that("foce=\"foce+\" equals \"nonmem\" for pure additive error", {
fn <- suppressWarnings(suppressMessages(
nlmixr(add.cmt, d, "foce",
foceiControl(print = 0L, calcTables = FALSE, outerOpt = "nlminb", covMethod = ""))))
fp <- suppressWarnings(suppressMessages(
nlmixr(add.cmt, d, "foce",
foceiControl(print = 0L, calcTables = FALSE, outerOpt = "nlminb", covMethod = "", foce = "foce+"))))
expect_equal(fn$objective, fp$objective, tolerance = 1e-4)
})
test_that("focep/mfocep/ifocep equal foce with foce=\"foce+\"", {
## foce+ reference for the focep alias check, cached as a value: focep IS
## foce + foce="foce+", so this arm is the entry point being aliased, not the
## behaviour under test, and foce+ itself is exercised in the two tests above.
## See helper-gradref.R.
ref <- .numRef("fit-focep-ref-focepluss", function()
list(objective = suppressWarnings(suppressMessages(
nlmixr(one.cmt, d, "foce",
foceiControl(print = 0L, calcTables = FALSE, outerOpt = "nlminb",
covMethod = "", foce = "foce+"))))$objective))
fit <- suppressWarnings(suppressMessages(
nlmixr(one.cmt, d, "focep",
foceiControl(print = 0L, calcTables = FALSE, outerOpt = "nlminb", covMethod = ""))))
expect_true(is.finite(fit$objective))
expect_equal(fit$objective, ref$objective, tolerance = 1e-3)
# The mu-profiled variants are NOT expected to match the plain fit here: the foce+
# per-subject inner problem is multi-modal, so the three land in different conditional
# basins. They must agree with EACH OTHER, and stay in the same neighbourhood as the
# plain fit -- which is a sanity check, not a precision claim, so the bound is loose.
#
# Measured under the CURRENT defaults (foce="nonmem" default, resetThetaP=0):
# foce+ / focep 122.682151 (identical -- focep IS foce + foce="foce+")
# mfocep 118.243871
# ifocep 118.202575
#
# An earlier revision of this file recorded 116.63 for "foce+ / focep" and sized the
# neighbourhood bound at 3 around it. That number dates from when est="foce" WAS the
# foce+ variant, so it describes a code state that no longer exists and is not a target
# to restore. Do not re-tighten this bound to fit it. warm="save" (self-init inner
# Hessian) is still pinned: the default warm="calc" recalculates the eta Hessian at the
# mu-regression's restarted theta/eta and moves this fixture again.
fM <- suppressWarnings(suppressMessages(
nlmixr(one.cmt, d, "mfocep",
foceiControl(print = 0L, calcTables = FALSE, outerOpt = "nlminb", covMethod = "", warm = "save"))))
fI <- suppressWarnings(suppressMessages(
nlmixr(one.cmt, d, "ifocep",
foceiControl(print = 0L, calcTables = FALSE, outerOpt = "nlminb", covMethod = "", warm = "save"))))
expect_true(is.finite(fM$objective))
expect_true(is.finite(fI$objective))
expect_equal(fM$objective, fI$objective, tolerance = 1e-2)
# Pin the mu variants to the basin they actually reach on this fixture, so a
# future change to the mu-referenced inner path shows up here.
expect_equal(fM$objective, 118.243871, tolerance = 1e-3)
expect_equal(fI$objective, 118.202575, tolerance = 1e-3)
# ... and keep them in the same neighbourhood as the plain fit.
expect_lt(abs(fM$objective - ref$objective), 6)
expect_lt(abs(fI$objective - ref$objective), 6)
})
})
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