dictionar6::Dictionary for parameter supports
See dictionar6::Dictionary for full details of how to add other set6::Set objects as supports to this dictionary.
support_dictionary$keys
#> [1] "{1}" "ℝ" "posnaturals" "rationals"
#> [5] "nproportion" "ncomplex" "extreals" "nnegreals0"
#> [9] "nnegintegers0" "posreals" "nnegrationals0" "posintegers0"
#> [13] "negrationals" "negintegers" "posreals0" "universal"
#> [17] "posrationals" "logicals" "posrationals0" "nrationals"
#> [21] "nposintegers" "nreals" "negreals" "nextreals"
#> [25] "negreals0" "nposreals" "nposintegers0" "nnegrationals"
#> [29] "naturals" "integers" "nintegers" "complex"
#> [33] "proportion" "nposrationals" "nposrationals0" "negrationals0"
#> [37] "negintegers0" "nposnaturals" "nnegreals" "nnegintegers"
#> [41] "posintegers" "nnaturals" "nposreals0" "reals"
#> [45] "nlogicals"
support_dictionary$items
#> $`{1}`
#> {1}
#>
#> $ℝ
#> ℝ
#>
#> $posnaturals
#> ℕ+
#>
#> $rationals
#> ℚ
#>
#> $nproportion
#> [0,1]^n
#>
#> $ncomplex
#> ℂ^n
#>
#> $extreals
#> ℝ ∪ {-∞, +∞}
#>
#> $nnegreals0
#> ℝ0-^n
#>
#> $nnegintegers0
#> ℤ0-^n
#>
#> $posreals
#> ℝ+
#>
#> $nnegrationals0
#> ℚ0-^n
#>
#> $posintegers0
#> ℤ0+
#>
#> $negrationals
#> ℚ-
#>
#> $negintegers
#> ℤ-
#>
#> $posreals0
#> ℝ0+
#>
#> $universal
#> 𝕍
#>
#> $posrationals
#> ℚ+
#>
#> $logicals
#> {TRUE, FALSE}
#>
#> $posrationals0
#> ℚ0+
#>
#> $nrationals
#> ℚ^n
#>
#> $nposintegers
#> ℤ+^n
#>
#> $nreals
#> ℝ^n
#>
#> $negreals
#> ℝ-
#>
#> $nextreals
#> ℝ ∪ {-∞, +∞}^n
#>
#> $negreals0
#> ℝ0-
#>
#> $nposreals
#> ℝ+^n
#>
#> $nposintegers0
#> ℤ0+^n
#>
#> $nnegrationals
#> ℚ-^n
#>
#> $naturals
#> ℕ0
#>
#> $integers
#> ℤ
#>
#> $nintegers
#> ℤ^n
#>
#> $complex
#> ℂ
#>
#> $proportion
#> [0,1]
#>
#> $nposrationals
#> ℚ+^n
#>
#> $nposrationals0
#> ℚ0+^n
#>
#> $negrationals0
#> ℚ0-
#>
#> $negintegers0
#> ℤ0-
#>
#> $nposnaturals
#> ℕ+^n
#>
#> $nnegreals
#> ℝ-^n
#>
#> $nnegintegers
#> ℤ-^n
#>
#> $posintegers
#> ℤ+
#>
#> $nnaturals
#> ℕ0^n
#>
#> $nposreals0
#> ℝ0+^n
#>
#> $reals
#> ℝ
#>
#> $nlogicals
#> {TRUE, FALSE}^n
#>