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Staircase

object Staircase

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  1. final def !=(arg0: Any): Boolean
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  2. final def ##: Int
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  6. final def eq(arg0: AnyRef): Boolean
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  8. def find(thisPath: EdgePath, thatPath: EdgePath): Vector[((EdgePath, EdgePath), Boolean)]

    Given two EdgePath thisPath and thatPath, outputs a vector of ((EdgePath, EdgePath, Boolean)) where each element is such that - If el._2 is true then el._1._1 = el._1._2 is a path of coincidence.

    Given two EdgePath thisPath and thatPath, outputs a vector of ((EdgePath, EdgePath, Boolean)) where each element is such that - If el._2 is true then el._1._1 = el._1._2 is a path of coincidence. If el._2 is false then el._1._1 and el._1._2 together constitute the boundary of a staircase.

  9. def findHelper(thisPath: EdgePath, thatPath: EdgePath, current: ((EdgePath, EdgePath), Boolean), accum: Vector[((EdgePath, EdgePath), Boolean)]): Vector[((EdgePath, EdgePath), Boolean)]
  10. final def getClass(): Class[_ <: AnyRef]
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  11. def getStairCase(left: EdgePath, right: EdgePath, twoComplex: TwoComplex): (TwoComplex, Set[Edge])

    right * (left.reverse) is the boundary of the staircase.

    Overview

    right * (left.reverse) is the boundary of the staircase. Because left and right are parts of a geodesic. Each face of the staircase should contain at least two edges from right * (left.reverse).

    left

    Part of the leftmost canononical geodesic

    right

    Part of the rightmost canononical geodesic

    returns

    A pair. The first co-ordinate is the staircase. The second component is the set of all spokes.

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  1. def finalize(): Unit
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