object MappableRegion
The maximal "mappable" (expressable via MapFunc) region of a graph.
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- def apply[T[_[_]]](halt: (slamdata.Predef.Symbol) ⇒ slamdata.Predef.Boolean, g: QSUGraph[T]): FreeMapA[T, QSUGraph[T]]
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- def binaryOf[T[_[_]]](left: slamdata.Predef.Symbol, right: slamdata.Predef.Symbol, g: QSUGraph[T]): slamdata.Predef.Option[JoinFunc[T]]
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- def funcOf[T[_[_]], A](f: (slamdata.Predef.Symbol) ⇒ slamdata.Predef.Option[A], g: QSUGraph[T]): slamdata.Predef.Option[FreeMapA[T, A]]
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- def mappableRegionƒ[T[_[_]]](halt: (slamdata.Predef.Symbol) ⇒ slamdata.Predef.Boolean, g: QSUGraph[T]): CoEnv[QSUGraph[T], [β$3$]Free[[β$73$]Coproduct[[β$62$]MapFuncCore[T, β$62$], [β$63$]MapFuncDerived[T, β$63$], β$73$], β$3$], QSUGraph[T]]
- def maximal[T[_[_]]](g: QSUGraph[T]): FreeMapA[T, QSUGraph[T]]
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- def unaryOf[T[_[_]]](src: slamdata.Predef.Symbol, g: QSUGraph[T]): slamdata.Predef.Option[FreeMap[T]]
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object
MaximalUnary
An extractor for pulling out the a unique unary root of a mappable region (if it exists) and the associated FreeMap.
An extractor for pulling out the a unique unary root of a mappable region (if it exists) and the associated FreeMap. If the unique unary root is Unreferenced(), then this extractor will fail (produce None). Note that this is less robust than the analogous behavior in MinimizeAutoJoins#coalesceRoots, and will not attempt things such as rewriting Filter into Cond.