13 [ { "natural numbers with infinity" * } {
15 [ "ynat ( ∞ )" "ynat_pred ( ⫰? )" "ynat_succ ( ⫯? )"
16 "ynat_le ( ? ≤ ? )" "ynat_lt ( ? < ? )"
17 "ynat_plus ( ? + ? )" *
24 [ { "multiple relocation" * } {
26 [ "rtmap" "rtmap_eq ( ? ≗ ? )" "rtmap_tl ( ⫱? )" "rtmap_tls ( ⫱*[?]? )" "rtmap_isid ( 𝐈⦃?⦄ )" "rtmap_id" "rtmap_sle ( ? ⊆ ? )" "rtmap_sand ( ? ⋒ ? ≡ ? )" "rtmap_sor ( ? ⋓ ? ≡ ? )" "rtmap_at ( @⦃?,?⦄ ≡ ? )" "rtmap_istot ( 𝐓⦃?⦄ )" "rtmap_after ( ? ⊚ ? ≡ ? )" * ]
27 [ "nstream ( ↑? ) ( ⫯? )" "nstream_eq" "" "" "nstream_isid" "nstream_id ( 𝐈𝐝 )" "" "nstream_sand" "" "" "nstream_istot ( ?@❴?❵ )" "nstream_after ( ? ∘ ? )" * ]
29 [ "trace ( ∥?∥ )" "trace_at ( @⦃?,?⦄ ≡ ? )" "trace_after ( ? ⊚ ? ≡ ? )" "trace_isid ( 𝐈⦃?⦄ )" "trace_isun ( 𝐔⦃?⦄ )"
30 "trace_sle ( ? ⊆ ? )" "trace_sor ( ? ⋓ ? ≡ ? )" "trace_snot ( ∁ ? )" * ]
32 [ "mr2" "mr2_at ( @⦃?,?⦄ ≡ ? )" "mr2_plus ( ? + ? )" "mr2_minus ( ? ▭ ? ≡ ? )" * ]
38 [ { "extensions to the library" * } {
40 [ "stream ( ? @ ? )" "stream_eq ( ? ≐ ? )" "stream_hdtl ( ↓? )" "stream_tls ( ↓*[?]? )" * ]
41 [ "list ( ◊ ) ( ? @ ? ) ( |?| )" "list2 ( ◊ ) ( {?,?} @ ? ) ( ? @@ ? ) ( |?| )" * ]
42 [ "bool ( Ⓕ ) ( Ⓣ )" "arith ( ?^? ) ( ⫯? ) ( ⫰? )" * ]
49 [ { "generated logical decomposables" * } {
51 [ "xoa ( ∃∃ ) ( ∨∨ ) ( ∧∧ )" "xoa_props ( ⊥ ) ( ⊤ )" * ]
68 class "capitalize italic" { 0 }