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propagating the arithmetics library, partial commit
[helm.git] / matita / matita / contribs / lambdadelta / ground / web / ground_src.tbl
1 name "ground_src"
2
3 table {
4   class "gray"
5   [ { "component" * } {
6       [ { "plane" * } {
7           [ "files" * ]
8         }
9       ]
10     }
11   ]
12   class "water"
13   [ { "generic rt-transition counter" * } {
14       [ { "" * } {
15           [ "rtc_ist ( ๐“โช?,?โซ )" "rtc_ist_shift" "rtc_ist_plus" "rtc_ist_max" * ]
16           [ "rtc_isrc ( ๐‘๐“โช?,?โซ )" "rtc_isrt_shift" "rtc_isrt_plus" "rtc_isrt_max" "rtc_isrt_max_shift" * ]
17           [ "rtc ( โŒฉ?,?,?,?โŒช ) ( ๐Ÿ˜๐Ÿ˜ ) ( ๐Ÿ™๐Ÿ˜ ) ( ๐Ÿ˜๐Ÿ™ )" "rtc_shift ( โ†•*? )" "rtc_plus ( ? + ? )" "rtc_max ( ? โˆจ ? )" "rtc_max_shift" * ]
18         }
19       ]
20     }
21   ]
22   class "green"
23   [ { "multiple relocation" * } {
24       [ { "" * } {
25           [ "rtmap" "rtmap_eq ( ? โ‰ก ? )" "rtmap_pushs ( โซฏ*[?]? )" "rtmap_nexts ( โ†‘*[?]? )"
26             "rtmap_tl ( โซฑ? )" "rtmap_tls ( โซฑ*[?]? )" "rtmap_isid ( ๐ˆโช?โซ )" "rtmap_id" "rtmap_isdiv ( ๐›€โช?โซ )"
27             "rtmap_fcla ( ๐‚โช?โซ โ‰˜ ? )" "rtmap_isfin ( ๐…โช?โซ )" "rtmap_isuni ( ๐”โช?โซ )" "rtmap_uni ( ๐”โจ?โฉ )"
28             "rtmap_sle ( ? โŠ† ? )" "rtmap_sdj ( ? โˆฅ ? )" "rtmap_sand ( ? โ‹’ ? โ‰˜ ? )" "rtmap_sor ( ? โ‹“ ? โ‰˜ ? )"
29             "rtmap_at ( @โช?,?โซ โ‰˜ ? )" "rtmap_istot ( ๐“โช?โซ )" "rtmap_after ( ? โŠš ? โ‰˜ ? )" "rtmap_coafter ( ? ~โŠš ? โ‰˜ ? )"
30             "rtmap_basic ( ๐โจ?,?โฉ )" "rtmap_basic_after"
31           * ]
32           [ "nstream ( โซฏ? ) ( โ†‘? )" "nstream_eq" "" ""
33             "" "" "nstream_isid" "nstream_id ( ๐ˆ๐ )" ""
34             "" "" "" ""
35             "" "" "" "nstream_sor"
36             "" "nstream_istot ( ?@โจ?โฉ )" "nstream_after ( ? โˆ˜ ? )" "nstream_coafter ( ? ~โˆ˜ ? )"
37             "nstream_basic" ""
38           * ]
39 (*
40           [ "trace ( โˆฅ?โˆฅ )" "trace_at ( @โช?,?โซ โ‰˜ ? )" "trace_after ( ? โŠš ? โ‰˜ ? )" "trace_isid ( ๐ˆโช?โซ )" "trace_isun ( ๐”โช?โซ )"
41             "trace_sle ( ? โŠ† ? )" "trace_sor ( ? โ‹“ ? โ‰˜ ? )" "trace_snot ( โˆ ? )" * ]
42 *)
43           [ "mr2 ( โ—Š ) ( โจ?,?โฉ;? )" "mr2_append ( ? @@? )" "mr2_at ( @โช?,?โซ โ‰˜ ? )" "mr2_plus ( ? + ? )" "mr2_minus ( ? โ–ญ ? โ‰˜ ? )" * ]
44         }
45       ]
46     }
47   ]
48   class "grass"
49   [ { "arithmetics" * } {
50       [ { "extensions" * } {
51           [ "arith_2a ( ๐Ÿ )" "arith_2b" * ]
52         }
53       ]
54       [ { "well-founded induction" * } {
55           [ "wf1_ind_ylt" * ]
56           [ "wf1_ind_nlt" "wf2_ind_nlt" "wf3_ind_nlt.ma" * ]
57         }
58       ]
59       [ { "non-negative integers with infinity" * } {
60           [ "ynat_lt ( ?<? )" "ynat_lt_succ" "ynat_lt_pred" "ynat_lt_pred_succ" "ynat_lt_plus" "ynat_lt_plus_pred" "ynat_lt_lminus" "ynat_lt_lminus_plus" "ynat_lt_le" "ynat_lt_le_succ" "ynat_lt_le_pred" "ynat_lt_le_pred_succ" "ynat_lt_le_plus" "ynat_lt_le_lminus" "ynat_lt_le_lminus_plus" * ]
61           [ "ynat_le ( ?โ‰ค? )" "ynat_le_succ" "ynat_le_pred" "ynat_le_pred_succ" "ynat_le_plus" "ynat_le_lminus" "ynat_le_lminus_succ" "ynat_le_lminus_plus" * ]
62           [ "ynat_lminus ( ?-? )" "ynat_lminus_succ" "ynat_lminus_plus" * ]
63           [ "ynat_plus ( ?+? )" * ]
64           [ "ynat_pred ( โ†“? )" "ynat_pred_succ" * ]
65           [ "ynat_succ ( โ†‘? )" * ]
66           [ "ynat ( ๐ŸŽ ) ( โˆž )" "ynat_nat" * ]
67         }
68       ]
69       [ { "non-negative integers" * } {
70           [ "nat_lt ( ?<? )" "nat_lt_tri" "nat_lt_pred" "nat_lt_plus" "nat_lt_minus" "nat_lt_minus_plus" * ]
71           [ "nat_le ( ?โ‰ค? )" "nat_le_pred" "nat_le_plus" "nat_le_minus" "nat_le_minus_plus" "nat_le_max" * ]
72           [ "nat_max ( ?โˆจ? )" * ]
73           [ "nat_minus ( ?-? )" "nat_minus_plus" * ]
74           [ "nat_plus ( ?+? )" "nat_plus_pred" * ]
75           [ "nat_pred ( โ†“? )" "nat_pred_succ" * ]
76           [ "nat_succ ( โ†‘? )" "nat_succ_iter" "nat_succ_tri" * ]
77           [ "nat ( ๐ŸŽ )" "nat_iter ( ?^{?}? )" *"nat_tri"  ]
78         }
79       ]
80       [ { "positive integers" * } {
81           [ "pnat_plus ( ?+? )" * ]
82           [ "pnat ( ๐Ÿ ) ( โ†‘? )" "pnat_dis" "pnat_iter ( ?^{?}? )" "pnat_tri" * ]
83         }
84       ]
85     }
86   ]
87   class "yellow"
88   [ { "extensions to the library" * } {
89       [ { "" * } {
90           [ "stream ( ? โจฎ{?} ? )" "stream_eq ( ? โ‰—{?} ? )" "stream_hdtl ( โซฐ{?}? )" "stream_tls ( โซฐ*{?}[?]? )" * ]
91           [ "list ( โ’บ{?} ) ( ? โจฎ{?} ? )" "list_eq" "list_length ( |?| )" * ]
92           [ "bool ( โ’ป ) ( โ“‰ )" "bool_or" "bool_and" * ]
93           [ "ltc" "ltc_ctc" * ]
94           [ "logic ( โŠฅ ) ( โŠค )" "relations ( ? โŠ† ? )" "functions" "exteq ( ? โ‰{?,?} ? )" "star" "lstar_2a" * ]
95         }
96       ]
97     }
98   ]
99   class "orange"
100   [ { "generated library" * } {
101       [ { "generalization with equality" * } {
102           [ "insert_eq" * ]
103         }
104       ]
105       [ { "permutation of quantifiers" * } {
106           [ "pull" * ]
107         }
108       ]
109       [ { "logical decomposables" * } {
110           [ "xoa ( โˆƒโˆƒ ) ( โˆจโˆจ ) ( โˆงโˆง )" * ]
111         }
112       ]
113     }
114   ]
115   class "red"
116   [ { "" * } {
117       [ { "" * } {
118           [ * ]
119         }
120       ]
121     }
122   ]
123 }
124
125 class "top"               { * }
126
127 class "capitalize italic" { 0 }
128
129 class "italic"            { 1 }