case class OrientableSurface(g: Int, r: Int) extends Product with Serializable
Contribution of Ankit-Jaiswal and Soumyo Biswas, independent of the rest of the code.
'a' and 'b' are the two Generators of a OrientableSurface, parametrized by the genus number. And 's' is the generator corressponding to surface's boundary, parametrized by r, the number of components. Because their inverse can also generate the fundamental group; therefore they are also being considered as Generators.
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- new OrientableSurface(g: Int, r: Int)
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- def countRespectingR(xs: Word): Int
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- val g: Int
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- val greekR: Vector[Product with Generator with Serializable]
- def inv(xs: Word): Word
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- def productElementNames: Iterator[String]
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- val r: Int
- def red1(xs: Word): Word
- def red2(xs: Word): Word
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- def reduce(xs: Word): Word
- def relInv(xs: Word): Word
- val relation: Word
Here, word/closed curve is simply a list of genrators.
Here, word/closed curve is simply a list of genrators. List with one element represents Simple closed curve, and empty list represents the null element or precisely, a closed curve homotopic to a point.
- val relationInv: Word
- def respectsR(xs: Word, m: Int): Boolean
- def satisfyEquation(xs: Word, i: Int, j: Int): Boolean
- def subred1(xs: Word): Word
- def subred2(xs: Word, i: Int, n: Int): Word
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- val vecB: Vector[b]
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