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GHC 9.10.3 · lts/ghc-9.10.x · 248f8f0 · 2026-10-05

Modulenumeric-prelude-0.4.4Haskell98

Number.PartiallyTranscendental

Define Transcendental functions on arbitrary fields. These functions are defined for only a few (in most cases only one) arguments, that's why we discourage making these types instances of C. But instances of C can be useful when working with power series. If you intend to work with power series with Rational coefficients, you might consider using MathObj.PowerSeries.T (Number.PartiallyTranscendental.T Rational) instead of MathObj.PowerSeries.T Rational.

  • 1 type
  • 2 values
newtypenewtype T a
#
Instances10Eq, Fractional, Num, Ord, Show, C, …
  • Eq a => Eq (T a)Defined in numeric-prelude-0.4.4 · Number.PartiallyTranscendental
  • Fractional a => Fractional (T a)Defined in numeric-prelude-0.4.4 · Number.PartiallyTranscendental
  • Num a => Num (T a)Defined in numeric-prelude-0.4.4 · Number.PartiallyTranscendental
  • Ord a => Ord (T a)Defined in numeric-prelude-0.4.4 · Number.PartiallyTranscendental
  • Show a => Show (T a)Defined in numeric-prelude-0.4.4 · Number.PartiallyTranscendental
  • C a => C (T a)Defined in numeric-prelude-0.4.4 · Number.PartiallyTranscendental
  • C a => C (T a)Defined in numeric-prelude-0.4.4 · Number.PartiallyTranscendental
  • C a => C (T a)Defined in numeric-prelude-0.4.4 · Number.PartiallyTranscendental
  • C a => C (T a)Defined in numeric-prelude-0.4.4 · Number.PartiallyTranscendental
  • (C a, Eq a) => C (T a)Defined in numeric-prelude-0.4.4 · Number.PartiallyTranscendental