| Copyright | (c) Michal Konecny |
|---|---|
| License | BSD3 |
| Maintainer | mikkonecny@gmail.com |
| Stability | experimental |
| Portability | portable |
| Safe Haskell | None |
| Language | Haskell2010 |
AERN2.MP.Ball.Elementary
Description
Elementary operations on arbitrary precision dyadic balls
Synopsis
- piBallP :: Precision -> MPBall
- fromApproxWithLipschitz :: (MPFloat -> BoundsCEDU MPFloat) -> MPFloat -> MPBall -> MPBall
Ball operations (see also instances)
Helpers for constructing ball functions
fromApproxWithLipschitz Source #
Arguments
| :: (MPFloat -> BoundsCEDU MPFloat) |
|
| -> MPFloat |
|
| -> MPBall -> MPBall |
|
Computes a real function f from correctly rounded MPFR-approximations and a number lip which is a
Lipschitz constant for f, i.e. |f(x) - f(y)| <= lip * |x - y| for all x,y.
Orphan instances
| CanSqrt MPBall Source # | |
| CanExp MPBall Source # | |
| CanLog MPBall Source # | |
| CanSinCos MPBall Source # | |
Associated Types type SinCosType MPBall # | |
| CanPow Int MPBall Source # | |
| CanPow Integer MPBall Source # | |
| CanPow Rational MPBall Source # | |
| CanPow MPBall Rational Source # | |
| CanPow MPBall Dyadic Source # | |
| CanPow MPBall MPBall Source # | |