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30 | 30 |
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31 | 31 | End sec_infseq. |
32 | 32 |
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33 | | -Implicit Arguments Cons [T]. |
34 | | -Implicit Arguments hd [T]. |
35 | | -Implicit Arguments tl [T]. |
36 | | -Implicit Arguments recons [T]. |
| 33 | +Arguments Cons [T] _ _. |
| 34 | +Arguments hd [T] _. |
| 35 | +Arguments tl [T] _. |
| 36 | +Arguments recons [T] _. |
37 | 37 |
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38 | 38 | (* --------------------------------------------------------------------------- *) |
39 | 39 | (* Temporal logic operations *) |
@@ -91,22 +91,22 @@ Definition not_tl (P : infseq T -> Prop) : infseq T -> Prop := |
91 | 91 |
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92 | 92 | End sec_modal_op_defn. |
93 | 93 |
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94 | | -Implicit Arguments now [T]. |
95 | | -Implicit Arguments next [T]. |
96 | | -Implicit Arguments consecutive [T]. |
97 | | -Implicit Arguments always [T]. |
98 | | -Implicit Arguments always1 [T]. |
99 | | -Implicit Arguments eventually [T]. |
100 | | -Implicit Arguments weak_until [T]. |
101 | | -Implicit Arguments until [T]. |
102 | | -Implicit Arguments release [T]. |
103 | | -Implicit Arguments inf_often [T]. |
104 | | -Implicit Arguments continuously [T]. |
105 | | - |
106 | | -Implicit Arguments impl_tl [T]. |
107 | | -Implicit Arguments and_tl [T]. |
108 | | -Implicit Arguments or_tl [T]. |
109 | | -Implicit Arguments not_tl [T]. |
| 94 | +Arguments now [T] _ _. |
| 95 | +Arguments next [T] _ _. |
| 96 | +Arguments consecutive [T] _ _. |
| 97 | +Arguments always [T] _ _. |
| 98 | +Arguments always1 [T] _ _. |
| 99 | +Arguments eventually [T] _ _. |
| 100 | +Arguments weak_until [T] _ _ _. |
| 101 | +Arguments until [T] _ _ _. |
| 102 | +Arguments release [T] _ _ _. |
| 103 | +Arguments inf_often [T] _ _. |
| 104 | +Arguments continuously [T] _ _. |
| 105 | + |
| 106 | +Arguments impl_tl [T] _ _ _. |
| 107 | +Arguments and_tl [T] _ _ _. |
| 108 | +Arguments or_tl [T] _ _ _. |
| 109 | +Arguments not_tl [T] _ _. |
110 | 110 |
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111 | 111 | Notation "A ->_ B" := (impl_tl A B) (right associativity, at level 90). |
112 | 112 | Notation "A /\_ B" := (and_tl A B) (right associativity, at level 80). |
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