dictionar6::Dictionary for parameter supports

Details

See dictionar6::Dictionary for full details of how to add other set6::Set objects as supports to this dictionary.

Examples

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 #>