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synced 2026-03-09 12:23:04 +00:00
cex: prefer → to ::=
It does not make a lot of sense to use ::= in our counterexamples, that's not something that belongs to the Bison "vocabulary". Using the colon makes sense, but it's too discreet. Let's use the arrow, which we already use in some reports (HTML and Dot). * src/gram.h (print_dot_fallback): Generalize into... (print_fallback): this. (print_arrow): New. * src/derivation.c: Use it. * NEWS, tests/conflicts.at, tests/counterexample.at, * tests/diagnostics.at, tests/report.at: Adjust. * doc/bison.texi: Ditto. Unfortunately the literal `→` is output as `↦`. So we need to use @arrow.
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@@ -47,8 +47,8 @@ AT_BISON_CHECK_CEX([input.y], [], [],
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[[input.y: warning: 1 shift/reduce conflict [-Wconflicts-sr]
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Shift/reduce conflict on token B:
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Example A . B C
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First derivation s ::=[ a ::=[ A . ] x ::=[ B C ] ]
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Second derivation s ::=[ y ::=[ A . B ] c ::=[ C ] ]
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First derivation s -> [ a -> [ A . ] x -> [ B C ] ]
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Second derivation s -> [ y -> [ A . B ] c -> [ C ] ]
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input.y:4.4: warning: rule useless in parser due to conflicts [-Wother]
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]])
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@@ -76,13 +76,13 @@ AT_BISON_CHECK_CEX([input.y], [], [],
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[[input.y: warning: 1 shift/reduce conflict [-Wconflicts-sr]
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Shift/reduce conflict on token B:
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Example A . B C
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First derivation s ::=[ a ::=[ A . ] bc ::=[ B C ] ]
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Second derivation s ::=[ ac ::=[ A ac ::=[ b ::=[ . B ] ] C ] ]
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First derivation s -> [ a -> [ A . ] bc -> [ B C ] ]
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Second derivation s -> [ ac -> [ A ac -> [ b -> [ . B ] ] C ] ]
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Shift/reduce conflict on token B:
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Example A A . B B C C
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First derivation s ::=[ a ::=[ A a ::=[ A . ] ] bc ::=[ B bc ::=[ B C ] C ] ]
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Second derivation s ::=[ ac ::=[ A ac ::=[ A ac ::=[ b ::=[ . b ::=[ B B ] ] ] C ] C ] ]
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First derivation s -> [ a -> [ A a -> [ A . ] ] bc -> [ B bc -> [ B C ] C ] ]
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Second derivation s -> [ ac -> [ A ac -> [ A ac -> [ b -> [ . b -> [ B B ] ] ] C ] C ] ]
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input.y:6.4: warning: rule useless in parser due to conflicts [-Wother]
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]])
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@@ -111,14 +111,14 @@ AT_BISON_CHECK_CEX([input.y], [], [],
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[[input.y: warning: 2 shift/reduce conflicts [-Wconflicts-sr]
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Shift/reduce conflict on token B:
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Example A . B
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First derivation s ::=[ ax ::=[ A x ::=[ . ] ] by ::=[ B y ::=[ ] ] ]
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Second derivation s ::=[ A xby ::=[ . B ] ]
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First derivation s -> [ ax -> [ A x -> [ . ] ] by -> [ B y -> [ ] ] ]
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Second derivation s -> [ A xby -> [ . B ] ]
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Shift/reduce conflict on token B:
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First example A X . B y $end
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First derivation $accept ::=[ s ::=[ ax ::=[ A x ::=[ X x ::=[ . ] ] ] by ::=[ B y ] ] $end ]
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First derivation $accept -> [ s -> [ ax -> [ A x -> [ X x -> [ . ] ] ] by -> [ B y ] ] $end ]
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Second example A X . B Y $end
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Second derivation $accept ::=[ s ::=[ A xby ::=[ X xby ::=[ . B ] Y ] ] $end ]
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Second derivation $accept -> [ s -> [ A xby -> [ X xby -> [ . B ] Y ] ] $end ]
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input.y:5.4-9: warning: rule useless in parser due to conflicts [-Wother]
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]])
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@@ -147,9 +147,9 @@ AT_BISON_CHECK_CEX([input.y], [], [],
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[[input.y: warning: 1 shift/reduce conflict [-Wconflicts-sr]
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Shift/reduce conflict on token C:
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First example B . C D $end
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First derivation $accept ::=[ g ::=[ x ::=[ b ::=[ B . ] cd ::=[ C D ] ] ] $end ]
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First derivation $accept -> [ g -> [ x -> [ b -> [ B . ] cd -> [ C D ] ] ] $end ]
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Second example B . C $end
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Second derivation $accept ::=[ g ::=[ x ::=[ bc ::=[ B . C ] ] ] $end ]
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Second derivation $accept -> [ g -> [ x -> [ bc -> [ B . C ] ] ] $end ]
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input.y:6.4: warning: rule useless in parser due to conflicts [-Wother]
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]])
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@@ -176,9 +176,9 @@ AT_BISON_CHECK_CEX([input.y], [], [],
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[[input.y: warning: 1 shift/reduce conflict [-Wconflicts-sr]
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Shift/reduce conflict on token A:
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First example A . A $end
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First derivation $accept ::=[ s ::=[ s ::=[ t ::=[ x ::=[ A . ] ] ] t ::=[ x ::=[ A ] ] ] $end ]
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First derivation $accept -> [ s -> [ s -> [ t -> [ x -> [ A . ] ] ] t -> [ x -> [ A ] ] ] $end ]
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Second example A . A B $end
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Second derivation $accept ::=[ s ::=[ t ::=[ y ::=[ A . A B ] ] ] $end ]
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Second derivation $accept -> [ s -> [ t -> [ y -> [ A . A B ] ] ] $end ]
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]])
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@@ -209,14 +209,14 @@ AT_BISON_CHECK_CEX([input.y], [], [],
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[[input.y: warning: 2 shift/reduce conflicts [-Wconflicts-sr]
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Shift/reduce conflict on token A:
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Example b . A X X Y
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First derivation a ::=[ r ::=[ b . ] t ::=[ A x ::=[ X ] xy ::=[ X Y ] ] ]
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Second derivation a ::=[ s ::=[ b . xx ::=[ A X X ] y ::=[ Y ] ] ]
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First derivation a -> [ r -> [ b . ] t -> [ A x -> [ X ] xy -> [ X Y ] ] ]
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Second derivation a -> [ s -> [ b . xx -> [ A X X ] y -> [ Y ] ] ]
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Shift/reduce conflict on token X:
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First example X . X xy
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First derivation a ::=[ x ::=[ X . ] t ::=[ X xy ] ]
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First derivation a -> [ x -> [ X . ] t -> [ X xy ] ]
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Second example A X . X
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Second derivation a ::=[ t ::=[ A xx ::=[ X . X ] ] ]
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Second derivation a -> [ t -> [ A xx -> [ X . X ] ] ]
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input.y:4.4: warning: rule useless in parser due to conflicts [-Wother]
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input.y:8.4: warning: rule useless in parser due to conflicts [-Wother]
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@@ -242,8 +242,8 @@ AT_BISON_CHECK_CEX([input.y], [], [],
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[[input.y: warning: 1 reduce/reduce conflict [-Wconflicts-rr]
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Reduce/reduce conflict on token $end:
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Example A b .
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First derivation a ::=[ A b . ]
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Second derivation a ::=[ A b ::=[ b . ] ]
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First derivation a -> [ A b . ]
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Second derivation a -> [ A b -> [ b . ] ]
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input.y:4.9: warning: rule useless in parser due to conflicts [-Wother]
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]])
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@@ -269,9 +269,9 @@ AT_BISON_CHECK_CEX([input.y], [], [],
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[[input.y: warning: 2 reduce/reduce conflicts [-Wconflicts-rr]
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Reduce/reduce conflict on tokens A, C:
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First example D . A $end
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First derivation $accept ::=[ s ::=[ a ::=[ D . ] A ] $end ]
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First derivation $accept -> [ s -> [ a -> [ D . ] A ] $end ]
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Second example B D . A $end
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Second derivation $accept ::=[ s ::=[ B b ::=[ D . ] A ] $end ]
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Second derivation $accept -> [ s -> [ B b -> [ D . ] A ] $end ]
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input.y:5.4: warning: rule useless in parser due to conflicts [-Wother]
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]])
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@@ -298,9 +298,9 @@ AT_BISON_CHECK_CEX([input.y], [], [],
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Shift/reduce conflict on token J:
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time limit exceeded: XXX
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First example H i . J $end
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First derivation $accept ::=[ s ::=[ a ::=[ H i . ] J ] $end ]
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First derivation $accept -> [ s -> [ a -> [ H i . ] J ] $end ]
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Second example H i . J K $end
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Second derivation $accept ::=[ a ::=[ H i ::=[ i . J K ] ] $end ]
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Second derivation $accept -> [ a -> [ H i -> [ i . J K ] ] $end ]
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input.y:4.4-6: warning: rule useless in parser due to conflicts [-Wother]
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]])
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@@ -330,13 +330,13 @@ AT_BISON_CHECK_CEX([input.y], [], [],
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[[input.y: warning: 1 shift/reduce conflict [-Wconflicts-sr]
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Shift/reduce conflict on token B:
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Example N A . B C
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First derivation s ::=[ n ::=[ N a ::=[ A . ] B ] C ]
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Second derivation s ::=[ n ::=[ N b ::=[ A . B C ] ] ]
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First derivation s -> [ n -> [ N a -> [ A . ] B ] C ]
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Second derivation s -> [ n -> [ N b -> [ A . B C ] ] ]
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Shift/reduce conflict on token B:
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Example N N A . B D C
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First derivation s ::=[ n ::=[ N n ::=[ N a ::=[ A . ] B ] D ] C ]
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Second derivation s ::=[ n ::=[ N n ::=[ N b ::=[ A . B D ] ] C ] ]
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First derivation s -> [ n -> [ N n -> [ N a -> [ A . ] B ] D ] C ]
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Second derivation s -> [ n -> [ N n -> [ N b -> [ A . B D ] ] C ] ]
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input.y:5.4: warning: rule useless in parser due to conflicts [-Wother]
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]])
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@@ -367,13 +367,13 @@ AT_BISON_CHECK_CEX([input.y], [], [],
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[[input.y: warning: 4 reduce/reduce conflicts [-Wconflicts-rr]
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Reduce/reduce conflict on tokens b, c:
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Example B . b c
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First derivation S ::=[ B ::=[ A ::=[ B . ] b A ::=[ ] ] C ::=[ A ::=[ ] c A ::=[ ] ] ]
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Second derivation S ::=[ B C ::=[ A ::=[ B ::=[ A ::=[ . ] b A ::=[ ] ] ] c A ::=[ ] ] ]
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First derivation S -> [ B -> [ A -> [ B . ] b A -> [ ] ] C -> [ A -> [ ] c A -> [ ] ] ]
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Second derivation S -> [ B C -> [ A -> [ B -> [ A -> [ . ] b A -> [ ] ] ] c A -> [ ] ] ]
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Reduce/reduce conflict on tokens b, c:
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Example C . c b
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First derivation S ::=[ C ::=[ A ::=[ C . ] c A ::=[ ] ] B ::=[ A ::=[ ] b A ::=[ ] ] ]
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Second derivation S ::=[ C B ::=[ A ::=[ C ::=[ A ::=[ . ] c A ::=[ ] ] ] b A ::=[ ] ] ]
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First derivation S -> [ C -> [ A -> [ C . ] c A -> [ ] ] B -> [ A -> [ ] b A -> [ ] ] ]
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Second derivation S -> [ C B -> [ A -> [ C -> [ A -> [ . ] c A -> [ ] ] ] b A -> [ ] ] ]
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]])
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@@ -400,52 +400,52 @@ AT_BISON_CHECK_CEX([input.y], [], [],
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input.y: warning: 6 reduce/reduce conflicts [-Wconflicts-rr]
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Reduce/reduce conflict on token A:
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First example . c A A $end
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First derivation $accept ::=[ a ::=[ b ::=[ . ] d ::=[ c A A ] ] $end ]
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First derivation $accept -> [ a -> [ b -> [ . ] d -> [ c A A ] ] $end ]
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Second example . c A A $end
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Second derivation $accept ::=[ a ::=[ c ::=[ . ] d ::=[ c A A ] ] $end ]
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Second derivation $accept -> [ a -> [ c -> [ . ] d -> [ c A A ] ] $end ]
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Reduce/reduce conflict on token A:
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time limit exceeded: XXX
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First example b . c A A $end
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First derivation $accept ::=[ a ::=[ b d ::=[ a ::=[ b ::=[ . ] d ::=[ c A A ] ] ] ] $end ]
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First derivation $accept -> [ a -> [ b d -> [ a -> [ b -> [ . ] d -> [ c A A ] ] ] ] $end ]
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Second example b . A $end
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Second derivation $accept ::=[ a ::=[ b d ::=[ c ::=[ . ] A ] ] $end ]
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Second derivation $accept -> [ a -> [ b d -> [ c -> [ . ] A ] ] $end ]
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Reduce/reduce conflict on token A:
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time limit exceeded: XXX
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First example c . c A A $end
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First derivation $accept ::=[ a ::=[ c d ::=[ a ::=[ b ::=[ . ] d ::=[ c A A ] ] ] ] $end ]
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First derivation $accept -> [ a -> [ c d -> [ a -> [ b -> [ . ] d -> [ c A A ] ] ] ] $end ]
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Second example c . A $end
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Second derivation $accept ::=[ a ::=[ c d ::=[ c ::=[ . ] A ] ] $end ]
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Second derivation $accept -> [ a -> [ c d -> [ c -> [ . ] A ] ] $end ]
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Shift/reduce conflict on token A:
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time limit exceeded: XXX
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First example b c . c A A $end
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First derivation $accept ::=[ a ::=[ b d ::=[ a ::=[ c d ::=[ a ::=[ b ::=[ . ] d ::=[ c A A ] ] ] ] ] ] $end ]
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First derivation $accept -> [ a -> [ b d -> [ a -> [ c d -> [ a -> [ b -> [ . ] d -> [ c A A ] ] ] ] ] ] $end ]
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Second example b c . A
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Second derivation a ::=[ b d ::=[ c . A ] ]
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Second derivation a -> [ b d -> [ c . A ] ]
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Reduce/reduce conflict on token A:
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First example b c . c A A $end
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First derivation $accept ::=[ a ::=[ b d ::=[ a ::=[ c d ::=[ a ::=[ b ::=[ . ] d ::=[ c A A ] ] ] ] ] ] $end ]
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First derivation $accept -> [ a -> [ b d -> [ a -> [ c d -> [ a -> [ b -> [ . ] d -> [ c A A ] ] ] ] ] ] $end ]
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Second example b c . A $end
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Second derivation $accept ::=[ a ::=[ b d ::=[ a ::=[ c d ::=[ c ::=[ . ] A ] ] ] ] $end ]
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Second derivation $accept -> [ a -> [ b d -> [ a -> [ c d -> [ c -> [ . ] A ] ] ] ] $end ]
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Shift/reduce conflict on token A:
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First example b c . A $end
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First derivation $accept ::=[ a ::=[ b d ::=[ a ::=[ c d ::=[ c ::=[ . ] A ] ] ] ] $end ]
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First derivation $accept -> [ a -> [ b d -> [ a -> [ c d -> [ c -> [ . ] A ] ] ] ] $end ]
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Second example b c . A
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Second derivation a ::=[ b d ::=[ c . A ] ]
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Second derivation a -> [ b d -> [ c . A ] ]
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Reduce/reduce conflict on token $end:
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Example b d .
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First derivation a ::=[ b d . ]
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Second derivation a ::=[ b d ::=[ d . ] ]
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First derivation a -> [ b d . ]
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Second derivation a -> [ b d -> [ d . ] ]
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Reduce/reduce conflict on token $end:
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Example c d .
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First derivation a ::=[ c d . ]
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Second derivation a ::=[ c d ::=[ d . ] ]
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First derivation a -> [ c d . ]
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Second derivation a -> [ c d -> [ d . ] ]
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input.y:5.4: warning: rule useless in parser due to conflicts [-Wother]
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input.y:6.15: warning: rule useless in parser due to conflicts [-Wother]
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@@ -475,8 +475,8 @@ AT_BISON_CHECK_CEX([input.y], [], [],
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[[input.y: warning: 1 shift/reduce conflict [-Wconflicts-sr]
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Shift/reduce conflict on token J:
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Example H i J . J J
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First derivation s ::=[ a ::=[ H i ::=[ i J . ] J J ] ]
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Second derivation s ::=[ a ::=[ H i J . J ] J ]
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First derivation s -> [ a -> [ H i -> [ i J . ] J J ] ]
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Second derivation s -> [ a -> [ H i J . J ] J ]
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input.y:5.13-15: warning: rule useless in parser due to conflicts [-Wother]
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]])
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@@ -507,8 +507,8 @@ AT_BISON_CHECK_CEX([input.y], [], [],
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[[input.y: warning: 1 shift/reduce conflict [-Wconflicts-sr]
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Shift/reduce conflict on token D:
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Example A a . D
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First derivation s ::=[ A a a ::=[ b ::=[ c ::=[ . ] ] ] d ::=[ D ] ]
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Second derivation s ::=[ A a d ::=[ . D ] ]
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First derivation s -> [ A a a -> [ b -> [ c -> [ . ] ] ] d -> [ D ] ]
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Second derivation s -> [ A a d -> [ . D ] ]
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]])
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@@ -537,9 +537,9 @@ AT_BISON_CHECK_CEX([input.y], [], [],
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[[input.y: warning: 1 shift/reduce conflict [-Wconflicts-sr]
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Shift/reduce conflict on token D:
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First example A a . D E $end
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First derivation $accept ::=[ s ::=[ A a a ::=[ b ::=[ c ::=[ . ] ] ] d ::=[ D ] E ] $end ]
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First derivation $accept -> [ s -> [ A a a -> [ b -> [ c -> [ . ] ] ] d -> [ D ] E ] $end ]
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Second example A a . D $end
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Second derivation $accept ::=[ s ::=[ A a d ::=[ . D ] ] $end ]
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Second derivation $accept -> [ s -> [ A a d -> [ . D ] ] $end ]
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]])
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