package msat

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in-package search v0.2.0

package msat

msat
- Msat
  - Backend_intf
    
    S
  - Coq
    
    Arg
    
    Make
    
    A
    
    S
    
    H
    
    St
    
    Simple
    
    A
    
    S
    
    H
    
    St
  - Dedukti
    
    Arg
    
    Make
    
    A
    
    S
    
    H
    
    St
  - Dimacs
    
    Make
    
    Dummy
    
    St
    
    S
  - Dot
    
    Arg
    
    Default
    
    S
    
    H
    
    St
    
    Make
    
    A
    
    S
    
    H
    
    St
    
    Simple
    
    A
    
    S
    
    H
    
    St
  - Expr_intf
    
    S
    
    Formula
    
    Term
  - External
    
    Make
    
    Dummy
    
    Proof
    
    H
    
    St
    
    St
    
    Th
  - Formula_intf
    
    S
  - Internal
    
    Make
    
    Dummy
    
    Proof
    
    H
    
    St
    
    St
    
    Th
  - Log
  - Mcsolver
    
    Make
    
    Dummy
    
    E
    
    Formula
    
    Term
    
    Proof
    
    H
    
    St
    
    St
    
    Th
  - Plugin_intf
    
    S
  - Res
    
    Make
    
    H
    
    St
  - Res_intf
    
    S
    
    H
    
    St
  - Sat
    
    Expr
    
    Make
    
    Dummy
    
    Proof
    
    H
    
    St
    
    St
  - Solver
    
    DummyTheory
    
    F
    
    Make
    
    Dummy
    
    F
    
    Proof
    
    H
    
    St
    
    St
    
    Th
  - Solver_intf
    
    S
    
    Proof
    
    H
    
    St
    
    St
  - Solver_types
    
    McMake
    
    Dummy
    
    E
    
    Formula
    
    Term
    
    SatMake
    
    Dummy
    
    E
  - Solver_types_intf
    
    S
  - Theory_intf
    
    S
  - Tseitin
    
    Make
    
    F
  - Tseitin_intf
    
    Arg
    
    S

Legend:
Library
Module
Module type
Parameter
Class
Class type

type formula = F.t

type proof = F.proof

type level

val dummy : level

val current_level : unit -> level

val assume : 
  (formula, proof) Theory_intf.slice ->
  (formula, proof) Theory_intf.res

val if_sat : 
  (formula, proof) Theory_intf.slice ->
  (formula, proof) Theory_intf.res

val backtrack : level -> unit