package electrod

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package electrod

electrod.libelectrod
- Libelectrod
  - Ast
  - Ast_to_elo
  - Atom
  - Domain
  - Elo
    
    fold
    
    map
  - Elo_recursor
    
    recursor
  - Elo_to_ltl1
    
    Make
    
    Ltl
    
    Atomic
    
    Infix
    
    converter
    
    environment
  - Elo_to_ltl_intf
    
    S
  - Elo_to_model1
    
    Make
    
    ConvertFormulas
    
    Ltl
    
    Atomic
    
    Infix
    
    Model
  - Elo_to_smv1
    
    Elo_to_SMV_LTL
    
    converter
    
    environment
    
    Elo_to_SMV_model
    
    SMV_LTL
    
    Atomic
    
    Infix
    
    SMV_atom
    
    SMV_file_format
  - Exp_bounds
  - Fmtc
    
    Dump
  - Gen_goal
    
    fold
    
    map
  - Gen_goal_recursor
    
    recursor
  - Instance
  - Intf
    
    COMPARE
    
    Print
    
    Mixin
    
    M
    
    S
  - Invar_computation
  - Location
  - Msg
    
    Extract
    
    Fatal
    
    LoggingSetup
    
    Warn
  - Name
    
    Map
  - Outcome
  - Parser
  - Parser_main
  - Raw
  - Raw_ident
  - Raw_to_ast
  - Relation
  - Scanner
  - Scope
  - Scripts
  - Shortnames
  - Simplify1
    
    simplify
  - Simplify2
    
    simplify
  - Smv
    
    Make_SMV_LTL
    
    At
    
    Infix
    
    Make_SMV_file_format
    
    Ltl
    
    Atomic
    
    Infix
  - Smv_trace_parser
    
    Make
    
    D
  - Smv_trace_scanner
  - Smv_trace_tokens
  - Solver
    
    ATOMIC_PROPOSITION
    
    LTL
    
    Atomic
    
    Infix
    
    LTL_from_Atomic
    
    At
    
    Infix
    
    MODEL
  - Symbol
  - Symmetry
  - Transfo
  - Tuple
    
    Set
  - Tuple_set
  - Var

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Abstraction of solver-specific LTL and models wrt any concrete implementation in a given model-checker.

module type ATOMIC_PROPOSITION = sig ... end

Abstract type for atomic propositions of LTL.

module type LTL = sig ... end

Abstract type of LTL (contains pElo connectives as well as basic counting capabilities).

module LTL_from_Atomic (At : ATOMIC_PROPOSITION) : LTL with module Atomic = At

Builds an LTL implementation out of an implementation of atomicic propositions.

type script_type =

| Default of string
| File of string

module type MODEL = sig ... end