package libzipperposition

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boolean subterms
1. As Extension

libzipperposition
- Libzipperposition
  - AC
    
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  - AC_intf
    
    S
    
    C
    
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    E
  - BBox
    
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  - Bool_clause
  - Bool_lit
    
    Make
    
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    PAYLOAD
  - Bool_lit_intf
    
    S
    
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    Tbl
  - Classify_cst
  - Clause
    
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  - ClauseContext
    
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  - Clause_intf
    
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  - Const
  - Cover_set
    
    Case
  - Ctx
    
    Key
    
    Make
    
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    X
    
    PARAMETERS
  - Ctx_intf
    
    S
    
    Lit
  - Cut_form
    
    FV_tbl
    
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  - Env
    
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    E
    
    X
    
    Ctx
    
    Lit
  - Env_intf
    
    S
    
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    C
    
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    E
  - Extensions
  - Ind_cst
    
    Cst_set
  - Params
  - ProofState
    
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  - ProofState_intf
    
    S
    
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    E
  - SClause
  - Sat_solver
    
    Make
    
    S
  - Sat_solver_intf
    
    S
  - Saturate
    
    Make
    
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    C
    
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    E
    
    S
    
    Env
    
    C
    
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    E
  - Selection
  - Signals
  - SimplM
    
    Infix
  - Trail
libzipperposition.calculi
- Libzipperposition_calculi
  - Arith_int
    
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    S
    
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  - Arith_rat
    
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    S
    
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  - Avatar
    
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    Sat
  - Avatar_intf
    
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    E
    
    Solver
  - EnumTypes
    
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    S
    
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  - Fool
    
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    S
    
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  - Heuristics
    
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  - Higher_order
    
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  - Ind_types
    
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  - Induction
    
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  - Induction_intf
    
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  - Rewriting
    
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    E
  - Simplex
    
    HELPER
    
    Make
    
    Var
    
    MakeHelp
    
    Var
    
    OrderedType
    
    S
  - Superposition
    
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  - Superposition_intf
    
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    E
libzipperposition.phases
- Libzipperposition_phases
  - Phases
    
    Infix
    
    Key
  - Phases_impl

Legend:
Library
Module
Module type
Parameter
Class
Class type

boolean subterms

type term = Logtk.Term.t

Deal with boolean subterms as if prop was a specific case of datatype. The rules are:

Cs ---------------------- Ctrue or s=false where s boolean, not a variable, proper subterm

module type S = sig ... end

module Make (E : Libzipperposition.Env.S) : S with module Env = E

As Extension

val extension : Libzipperposition.Extensions.t