Nothing
# Parser recognition of spatial(col) / temporal(col) special terms (Increment 2a
# of the gibbs-spatial front-door work). These name a data column; the spec
# (type, adjacency, coords) arrives via tulpa()'s spatial=/temporal= argument.
# The term is stripped from the fixed-effects formula.
rhs_labels <- function(pf) attr(terms(pf$fixed_formula), "term.labels")
test_that("invalid special terms error clearly", {
expect_error(tulpa_parse_formula(y ~ spatial(a) + spatial(b)),
"At most one spatial")
expect_error(tulpa_parse_formula(y ~ spatial(a + b)),
"one bare column name")
})
skip_on_cran_budget()
test_that("spatial(col) is recorded and stripped from the fixed formula", {
skip_on_cran_budget()
pf <- tulpa_parse_formula(y ~ x + spatial(region))
expect_identical(pf$spatial_var, "region")
expect_null(pf$temporal_var)
expect_identical(rhs_labels(pf), "x") # spatial() removed
expect_false("region" %in% all.vars(pf$fixed_formula))
})
test_that("temporal(col) is recorded and stripped", {
skip_on_cran_budget()
pf <- tulpa_parse_formula(y ~ x + temporal(week))
expect_identical(pf$temporal_var, "week")
expect_null(pf$spatial_var)
expect_identical(rhs_labels(pf), "x")
})
test_that("spatial + temporal + RE coexist in one formula", {
skip_on_cran_budget()
pf <- tulpa_parse_formula(y ~ x + spatial(region) + temporal(week) + (1 | site))
expect_identical(pf$spatial_var, "region")
expect_identical(pf$temporal_var, "week")
expect_equal(pf$n_re_terms, 1L)
expect_identical(rhs_labels(pf), "x")
})
test_that("plain formulas are unaffected (no regression)", {
skip_on_cran_budget()
pf <- tulpa_parse_formula(y ~ x1 + x2 + (1 | g))
expect_null(pf$spatial_var)
expect_null(pf$temporal_var)
expect_setequal(rhs_labels(pf), c("x1", "x2"))
expect_equal(pf$n_re_terms, 1L)
})
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