package menhir-secondary

  1. Overview
  2. Docs
include MONOLITHIC_ENGINE
type state
type token
type semantic_value
exception Error
val entry : [ `Legacy | `Simplified ] -> state -> (Stdlib.Lexing.lexbuf -> token) -> Stdlib.Lexing.lexbuf -> semantic_value
include IncrementalEngine.INCREMENTAL_ENGINE with type token := token and type 'a lr1state = state
type production
type 'a env
type 'a checkpoint = private
  1. | InputNeeded of 'a env
  2. | Shifting of 'a env * 'a env * bool
  3. | AboutToReduce of 'a env * production
  4. | HandlingError of 'a env
  5. | Accepted of 'a
  6. | Rejected
type strategy = [
  1. | `Legacy
  2. | `Simplified
]
val resume : ?strategy:strategy -> 'a checkpoint -> 'a checkpoint
val lexer_lexbuf_to_supplier : (Stdlib.Lexing.lexbuf -> token) -> Stdlib.Lexing.lexbuf -> supplier
val loop : ?strategy:strategy -> supplier -> 'a checkpoint -> 'a
val loop_handle : ('a -> 'answer) -> ('a checkpoint -> 'answer) -> supplier -> 'a checkpoint -> 'answer
val loop_handle_undo : ('a -> 'answer) -> ('a checkpoint -> 'a checkpoint -> 'answer) -> supplier -> 'a checkpoint -> 'answer
val shifts : 'a checkpoint -> 'a env option
val acceptable : 'a checkpoint -> token -> IncrementalEngine.position -> bool
type 'a lr1state = state
val number : _ lr1state -> int
val production_index : production -> int
val find_production : int -> production
type element =
  1. | Element : 'a lr1state * 'a * IncrementalEngine.position * IncrementalEngine.position -> element
type stack = element General.stream
val stack : 'a env -> stack
val top : 'a env -> element option
val pop_many : int -> 'a env -> 'a env option
val get : int -> 'a env -> element option
val current_state_number : 'a env -> int
val equal : 'a env -> 'a env -> bool
val env_has_default_reduction : 'a env -> bool
val state_has_default_reduction : _ lr1state -> bool
val pop : 'a env -> 'a env option
val force_reduction : production -> 'a env -> 'a env
val input_needed : 'a env -> 'a checkpoint
include INCREMENTAL_ENGINE_START with type state := state and type semantic_value := semantic_value and type 'a checkpoint := 'a checkpoint
val start : state -> Stdlib.Lexing.position -> semantic_value checkpoint
OCaml

Innovation. Community. Security.