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Add Signed and TruncatedDivision typeclasses #247
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This was referenced May 14, 2021
johnynek
reviewed
May 14, 2021
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| def *(that: Sign): Sign = Sign(this.toInt * that.toInt) | ||
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| def **(that: Int): Sign = this match { |
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Can we add a comment that this is exponentiation?
| def signed(implicit A: Signed[A]) = new OrderProperties( | ||
| name = "signed", | ||
| parent = Some(order), | ||
| "abs non-negative" -> forAll((x: A) => A.sign(A.abs(x)) != Signed.Negative), |
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Do we require that abs(x) >= x?
Seems natural to me, but I don't see that is implied.
| checkAll("Long", LatticeLaws[Long].boundedDistributiveLattice) | ||
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| // catsKernelStdOrderForBigInt | ||
| checkAll("BigInt", OrderLaws[BigInt].truncatedDivision) |
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Can we add implementations for the specialized things?
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Same comment as for the intermediate ring structures-- the instances are only approximations due to the type limited range.
armanbilge
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Jun 5, 2021
Partially merges typelevel/algebra#247
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pikinier20
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Oct 25, 2021
Partially merges typelevel/algebra#247
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This follows the Spire implementations as well (we just put
Signinto theSignedcompanion object).We added the missing companion object functions.