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GHC 10.0.0.20260917 · lts/ghc-10.0.x · 8fef28d · 2026-11-02

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.

Synopsis
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