sealed trait RightTopBranch[T <: Exec[T], P, H, A] extends RightBranch[T, P, H, A] with TopBranch[T, P, H, A]
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- abstract def child(idx: Int)(implicit tx: T): Child[T, P, H, A]
Returns the child for a given orthant index.
Returns the child for a given orthant index.
- Definition Classes
- Branch
- abstract def hyperCube: H
Returns the hyper-cube covered by this node.
Returns the hyper-cube covered by this node.
- Definition Classes
- Branch
- abstract def id: Ident[T]
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- Identified
- abstract def next(implicit tx: T): Next[T, P, H, A]
Returns the corresponding interesting node in Qi+1, or
emptyif no such node exists.Returns the corresponding interesting node in Qi+1, or
emptyif no such node exists.- Definition Classes
- Branch
- abstract def nextOption(implicit tx: T): Option[Branch[T, P, H, A]]
- Definition Classes
- Branch
- abstract def orthantIndexIn(iq: H)(implicit tx: T): Int
Queries the orthant index for this (leaf's or node's) hyper-cube with respect to a given outer hyper-cube
iq.Queries the orthant index for this (leaf's or node's) hyper-cube with respect to a given outer hyper-cube
iq.- Definition Classes
- NonEmpty
- abstract def prev: Branch[T, P, H, A]
- Definition Classes
- RightBranch
- abstract def prevOption: Option[Branch[T, P, H, A]]
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- abstract def shortString: String
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- abstract def union(mq: H, point: P)(implicit tx: T): H
Computes the greatest interesting hyper-cube within a given hyper-cube
mqso that this (leaf's or node's) hyper-cube and the given point will be placed in separated orthants of this resulting hyper-cube.Computes the greatest interesting hyper-cube within a given hyper-cube
mqso that this (leaf's or node's) hyper-cube and the given point will be placed in separated orthants of this resulting hyper-cube.- Definition Classes
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- abstract def write(out: DataOutput): Unit
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