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definition
module Type
imports Identifier
exports
sorts Type
context-free syntax
"TVar" Identifier -> Type
"One" -> Type
"Bool" -> Type
"Char" -> Type
"String" -> Type
"Int" -> Type
"Float" -> Type
"Prod" Type Type -> Type
"Either" Type Type -> Type
"Maybe" Type -> Type
"List" Type -> Type
"Set" Type -> Type
"Map" Type -> Type
"Fun" Type Type -> Type
"Rel" Type Type -> Type
"Ord" Type -> Type
"GC" Type -> Type
module R
imports Type
imports Identifier
exports
sorts R
context-free syntax
"REF" Identifier -> R
"BOT" -> R
"TOP" -> R
"NEG" -> R
"MEET" R R -> R
"JOIN" R R -> R
"ID" -> R
"CONV" R -> R
"COMP" R R -> R
"SPLIT" R R -> R
"ORD" R -> R
"FUN" R -> R
"LEFTSEC" R R -> R
"RIGHTSEC" R R -> R
"APPLY" R R -> R
"DEF" Identifier R Type -> R
"Var" Identifier -> R
"PROD" R R -> R
"EITHER" R R -> R
"MAYBE" R -> R
"LIST" R -> R
"SET" R -> R
"MAP" R -> R
"REYNOLDS" R R -> R
"FId" -> R
"FComp" R R -> R
"OId" -> R
"OComp" R R -> R
"OConv" R -> R
"OProd" R -> R
"OMeet" R -> R
"OMax" R -> R
"OMin" R -> R
"GDef" Identifier R R R R -> R
"GId" -> R
"GComp" R R -> R
"GConv" R -> R
"GLAdj" R -> R
"GUAdj" R -> R
"GLOrd" R -> R
"GUOrd" R -> R
module Law
imports R
imports Step
imports Identifier
exports
sorts Law Theorem
context-free syntax
"EQUIV" Identifier R R -> Law
"IMPL" Identifier R R -> Law
"Theorem" Identifier "EQUIV" R R Step -> Theorem
"Theorem" Identifier "IMPL" R R Step -> Theorem
module Module
imports R
imports Law
imports Identifier
exports
context-free start-symbols Module
sorts Module
context-free syntax
"module" Identifier {Law | Theorem | R ";"}* -> Module
module Step
imports R
imports Combinator
exports
sorts Step
context-free syntax
Combinator -> Step
"indirect" "up" R -> Step
"indirect" "low" R -> Step
"indirect" "end" -> Step
"left" -> Step
"qed" -> Step
"right" -> Step
"seqc" Step Step -> Step
module Command
imports Law
imports Step
imports Derivation
imports Identifier
exports
sorts Command
context-free syntax
"abort" -> Command
"assume" Law -> Command
"auto" -> Command
"browse" Identifier -> Command
Step -> Command
"define" R -> Command
"derive" Derivation -> Command
"help" -> Command
"hint" -> Command
"info" Identifier -> Command
"load" Identifier -> Command
"modules" -> Command
"prove" Law -> Command
"quit" -> Command
"reload" -> Command
"restart" -> Command
"rules" -> Command
"save" -> Command
"show" -> Command
"type" -> Command
"undo" -> Command
"unload" Identifier -> Command
module Combinator
imports Derivation
exports
sorts Combinator
context-free syntax
"nop" -> Combinator
"fail" -> Combinator
"seq" Combinator Combinator -> Combinator
"choice" Combinator Combinator -> Combinator
"lchoice" Combinator Combinator -> Combinator
"many" Combinator -> Combinator
"many1" Combinator -> Combinator
"try" Combinator -> Combinator
"once" Combinator -> Combinator
"everywhere" Combinator -> Combinator
"everywhere'" Combinator -> Combinator
"innermost" Combinator -> Combinator
"all" Combinator -> Combinator
"one" Combinator -> Combinator
Derivation -> Combinator
module Derivation
imports Identifier
exports
sorts Derivation
context-free syntax
"inv" Derivation -> Derivation
"shunt" Identifier -> Derivation
"distr_low" Identifier -> Derivation
"distr_up" Identifier -> Derivation
"monot_up" Identifier -> Derivation
"monot_low" Identifier -> Derivation
"top_preserving" Identifier -> Derivation
"bot_preserving" Identifier -> Derivation
"canc_up" Identifier -> Derivation
"canc_low" Identifier -> Derivation
"free" Identifier -> Derivation
"apply" Identifier -> Derivation
module Identifier
exports
sorts Identifier
lexical syntax
[a-zA-Z\_][a-zA-Z0-9\_] -> Identifier
module Layout
exports
lexical syntax
[\ \t\n] -> LAYOUT
"--" ~[\n]* "\n" -> LAYOUT
"{-" ~"-}"+ "-}" -> LAYOUT
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