package logtk

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Perfect Discrimination Tree

logtk
- Logtk
- LogtkCache
  - Dummy
    
    X
  - Dummy2
    
    X
    
    Y
  - EQ
  - HASH
  - LRU
    
    X
  - Linear
    
    X
  - Linear2
    
    X
    
    Y
  - Replacing
    
    X
  - Replacing2
    
    X
    
    Y
  - S
  - S2
- LogtkCnf
- LogtkComparison
  - PARTIAL_ORD
- LogtkCongruence
  - FO
  - HO
  - Make
    
    T
  - S
  - TERM
- LogtkDBEnv
- LogtkDtree
  - Default
  - Make
    
    E
- LogtkFOTerm
  - AC
    
    A
  - AC_SPEC
  - Classic
  - Map
  - Pos
  - Seq
  - Set
  - T2LogtkCache
  - TLogtkCache
  - TPTP
    
    Arith
  - Tbl
- LogtkFastFingerprint
  - Make
    
    Leaf
    
    X
- LogtkFeatureVector
  - Make
    
    C
    
    Feature
- LogtkFingerprint
  - Make
    
    Leaf
    
    X
- LogtkFormula
  - FO
    
    Base
    
    Map
    
    Seq
    
    Set
    
    TPTP
    
    Tbl
  - Make
    
    Base
    
    Map
    
    MyT
    
    Seq
    
    Set
    
    TPTP
    
    Seq
    
    Set
    
    TPTP
    
    Tbl
  - Map
    
    From
    
    Base
    
    Map
    
    Seq
    
    Set
    
    TPTP
    
    Tbl
    
    To
    
    Base
    
    Map
    
    Seq
    
    Set
    
    TPTP
    
    Tbl
  - S
    
    Base
    
    Map
    
    Seq
    
    Set
    
    TPTP
    
    Tbl
  - TERM
    
    Seq
    
    Set
    
    TPTP
- LogtkFormulaShape
- LogtkHORewriting
  - Seq
- LogtkHOTerm
  - LogtkCache
  - Map
  - Pos
  - Seq
  - Set
  - TPTP
  - Tbl
  - any_visitor
  - id_visitor
- LogtkHashcons
  - HashedLogtkType
  - Make
    
    H
    
    X
  - S
    
    H
- LogtkIArray
  - Seq
- LogtkIndex
  - BasicEquation
  - CLAUSE
  - EQUATION
  - LEAF
  - MakeLeaf
    
    X
  - SUBSUMPTION_IDX
    
    C
  - TERM_IDX
    
    Leaf
  - UNIT_IDX
    
    E
- LogtkInterfaces
  - EQ
  - GROUP
  - HASH
  - ITER
  - MONOID
  - ORD
  - PRINT
  - PRINT1
  - PRINT_DE_BRUIJN
  - PRINT_OVERLOAD
- LogtkLambda
- LogtkLazyGraph
  - Dot
  - Full
  - Heap
  - Infix
  - Mutable
- LogtkLazyList
- LogtkMultiset
  - Make
    
    Seq
    
    X
  - S
    
    Seq
- LogtkNPDtree
  - Make
    
    E
  - MakeTerm
    
    Leaf
    
    X
- LogtkOptions
- LogtkOrdering
  - Default
  - Make
    
    P
    
    Constr
    
    Seq
- LogtkOrdering_intf
  - S
    
    Prec
    
    Constr
    
    Seq
- LogtkParseLocation
- LogtkPartialOrder
  - ELEMENT
  - Make
    
    E
- LogtkPartialOrder_intf
  - S
- LogtkPosition
  - Build
- LogtkPrecedence
  - Constr
  - Default
    
    Constr
    
    Seq
  - Make
    
    Constr
    
    Seq
    
    Sym
  - SYMBOL
  - Seq
- LogtkPrecedence_intf
  - S
    
    Constr
    
    Seq
- LogtkPrologTerm
  - Map
  - Seq
  - Set
  - TPTP
  - Tbl
  - id_visitor
  - visitor
- LogtkRewriting
  - FormRW
  - MakeOrdered
    
    E
  - MakeTRS
    
    I
    
    E
  - ORDERED
    
    E
  - SIG_TRS
  - TRS
- LogtkScopedTerm
  - DB
  - Kind
  - Map
  - Pos
  - Seq
  - Set
  - Tbl
- LogtkSignature
  - SMap
  - Seq
  - TPTP
    
    Arith
- LogtkSkolem
- LogtkSourced
- LogtkSubsts
  - FO
  - Form
  - HO
  - Renaming
  - SPECIALIZED
  - Ty
- LogtkSymbol
  - ArithOp
  - Base
  - Map
  - Seq
  - Set
  - TPTP
    
    Arith
  - Tbl
- LogtkTransform
  - DAG
    
    Form
  - FORM
  - FormDag
    
    Form
  - MakeDAG
    
    Form
- LogtkType
  - Conv
  - Map
  - Seq
  - Set
  - TPTP
  - Tbl
- LogtkTypeInference
  - Closure
  - Ctx
  - FO
  - HO
  - S
- LogtkTypedPrologTerm
  - Map
  - Seq
  - Set
  - Subst
  - Tbl
  - Visitor
- LogtkUnif
  - FO
  - Form
  - HO
  - NARY
  - Nary
  - Ty
  - UNARY
  - Unary
- LogtkUtil
  - Exn
  - Flag
  - Section

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Perfect Discrimination Tree

This module provides a simplification index, based on a perfect discrimination tree (see "the handbook of automated reasoning", chapter "term indexing", for instance).

module Make (E : LogtkIndex.EQUATION) : LogtkIndex.UNIT_IDX with module E = E

module Default : LogtkIndex.UNIT_IDX with module E = LogtkIndex.BasicEquation