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| Data.Number.ER.RnToRm.UnitDom.ChebyshevBase.Polynom.Eval | | Portability | portable | | Stability | experimental | | Maintainer | mik@konecny.aow.cz |
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| Description |
Internal module for Data.Number.ER.RnToRm.UnitDom.ChebyshevBase.Polynom.
Implementation of various evaluation functions related to polynomials.
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| Synopsis |
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| chplEval :: (ERRealBase b, DomainBox box varid Int, Ord box, DomainBoxMappable boxb boxbb varid b [ERInterval b]) => ERChebPoly box b -> boxb -> (b, b) | | | chplEvalUp :: (ERRealBase b, DomainBox box varid Int, Ord box, DomainBoxMappable boxb boxbb varid b [ERInterval b]) => ERChebPoly box b -> boxb -> b | | | chplEvalDown :: (ERRealBase b, DomainBox box varid Int, Ord box, DomainBoxMappable boxb boxbb varid b [ERInterval b]) => ERChebPoly box b -> boxb -> b | | | chebyEvalTsExact :: Num v => v -> [v] | | | chplRAEval :: (ERRealBase b, ERApprox ra, DomainBox box varid Int, Ord box, DomainBoxMappable boxra boxras varid ra [ra], DomainIntBox boxra varid ra) => (b -> ra) -> ERChebPoly box b -> boxra -> ra | | | chplPartialRAEval :: (ERRealBase b, ERApprox ra, DomainBox box varid Int, Ord box, DomainBoxMappable boxra boxras varid ra [ra], DomainIntBox boxra varid ra) => (ra -> (b, b)) -> ERChebPoly box b -> boxra -> (ERChebPoly box b, ERChebPoly box b) |
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| Documentation |
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| Evaluate a polynomial at a point, consistently rounding upwards and downwards.
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| Evaluate a polynomial at a real number approximation
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| Substitute several variables in a polynomial with real number approximations,
rounding downwards and upwards.
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| Produced by Haddock version 2.4.2 |
