diff options
Diffstat (limited to 'theories/ssr/ssrbool.v')
| -rw-r--r-- | theories/ssr/ssrbool.v | 26 |
1 files changed, 13 insertions, 13 deletions
diff --git a/theories/ssr/ssrbool.v b/theories/ssr/ssrbool.v index d1cefeb552..a563dcbf95 100644 --- a/theories/ssr/ssrbool.v +++ b/theories/ssr/ssrbool.v @@ -335,19 +335,19 @@ Reserved Notation "[ 'predType' 'of' T ]" (at level 0, Reserved Notation "[ 'pred' : T | E ]" (at level 0, format "'[hv' [ 'pred' : T | '/ ' E ] ']'"). -Reserved Notation "[ 'pred' x | E ]" (at level 0, x ident, +Reserved Notation "[ 'pred' x | E ]" (at level 0, x name, format "'[hv' [ 'pred' x | '/ ' E ] ']'"). -Reserved Notation "[ 'pred' x : T | E ]" (at level 0, x ident, +Reserved Notation "[ 'pred' x : T | E ]" (at level 0, x name, format "'[hv' [ 'pred' x : T | '/ ' E ] ']'"). -Reserved Notation "[ 'pred' x | E1 & E2 ]" (at level 0, x ident, +Reserved Notation "[ 'pred' x | E1 & E2 ]" (at level 0, x name, format "'[hv' [ 'pred' x | '/ ' E1 & '/ ' E2 ] ']'"). -Reserved Notation "[ 'pred' x : T | E1 & E2 ]" (at level 0, x ident, +Reserved Notation "[ 'pred' x : T | E1 & E2 ]" (at level 0, x name, format "'[hv' [ 'pred' x : T | '/ ' E1 & E2 ] ']'"). -Reserved Notation "[ 'pred' x 'in' A ]" (at level 0, x ident, +Reserved Notation "[ 'pred' x 'in' A ]" (at level 0, x name, format "'[hv' [ 'pred' x 'in' A ] ']'"). -Reserved Notation "[ 'pred' x 'in' A | E ]" (at level 0, x ident, +Reserved Notation "[ 'pred' x 'in' A | E ]" (at level 0, x name, format "'[hv' [ 'pred' x 'in' A | '/ ' E ] ']'"). -Reserved Notation "[ 'pred' x 'in' A | E1 & E2 ]" (at level 0, x ident, +Reserved Notation "[ 'pred' x 'in' A | E1 & E2 ]" (at level 0, x name, format "'[hv' [ 'pred' x 'in' A | '/ ' E1 & '/ ' E2 ] ']'"). Reserved Notation "[ 'qualify' x | P ]" (at level 0, x at level 99, @@ -363,17 +363,17 @@ Reserved Notation "[ 'qualify' 'an' x | P ]" (at level 0, x at level 99, Reserved Notation "[ 'qualify' 'an' x : T | P ]" (at level 0, x at level 99, format "'[hv' [ 'qualify' 'an' x : T | '/ ' P ] ']'"). -Reserved Notation "[ 'rel' x y | E ]" (at level 0, x ident, y ident, +Reserved Notation "[ 'rel' x y | E ]" (at level 0, x name, y name, format "'[hv' [ 'rel' x y | '/ ' E ] ']'"). -Reserved Notation "[ 'rel' x y : T | E ]" (at level 0, x ident, y ident, +Reserved Notation "[ 'rel' x y : T | E ]" (at level 0, x name, y name, format "'[hv' [ 'rel' x y : T | '/ ' E ] ']'"). -Reserved Notation "[ 'rel' x y 'in' A & B | E ]" (at level 0, x ident, y ident, +Reserved Notation "[ 'rel' x y 'in' A & B | E ]" (at level 0, x name, y name, format "'[hv' [ 'rel' x y 'in' A & B | '/ ' E ] ']'"). -Reserved Notation "[ 'rel' x y 'in' A & B ]" (at level 0, x ident, y ident, +Reserved Notation "[ 'rel' x y 'in' A & B ]" (at level 0, x name, y name, format "'[hv' [ 'rel' x y 'in' A & B ] ']'"). -Reserved Notation "[ 'rel' x y 'in' A | E ]" (at level 0, x ident, y ident, +Reserved Notation "[ 'rel' x y 'in' A | E ]" (at level 0, x name, y name, format "'[hv' [ 'rel' x y 'in' A | '/ ' E ] ']'"). -Reserved Notation "[ 'rel' x y 'in' A ]" (at level 0, x ident, y ident, +Reserved Notation "[ 'rel' x y 'in' A ]" (at level 0, x name, y name, format "'[hv' [ 'rel' x y 'in' A ] ']'"). Reserved Notation "[ 'mem' A ]" (at level 0, format "[ 'mem' A ]"). |