numeric-prelude-0.1.3.4: An experimental alternative hierarchy of numeric type classes

Index - A

abs 
1 (Function)Algebra.Real, NumericPrelude
2 (Function)Algebra.Lattice, MyPrelude
3 (Function)Number.DimensionTerm
absMantNumber.Positional
absoluteNumber.Positional
absSignumNumber.DimensionTerm
accelerationNumber.SI.Unit
accelerationOfEarthGravity 
1 (Function)Number.SI.Unit
2 (Function)Number.SI
acos 
1 (Function)Algebra.Transcendental, NumericPrelude, MyPrelude
2 (Function)MathObj.PowerSeries
3 (Function)MathObj.PowerSeries.Example
acoshAlgebra.Transcendental, NumericPrelude, MyPrelude
acosODEMathObj.PowerSeries.Example
AddNumber.OccasionallyScalarExpression
add 
1 (Function)MathObj.Polynomial
2 (Function)MathObj.PowerSeries
3 (Function)MathObj.LaurentPolynomial
4 (Function)MathObj.PowerSeries2
5 (Function)MathObj.PowerSum
6 (Function)MathObj.RootSet
7 (Function)Number.FixedPoint
8 (Function)Number.ResidueClass
9 (Function)Number.Peano
10 (Function)Number.Positional
addIntMathObj.RootSet
addManyNumber.Positional
addMaybeNumber.Physical
addRootMathObj.RootSet
addShiftedMathObj.LaurentPolynomial
addShiftedManyMathObj.LaurentPolynomial
addSomeNumber.Positional
adjointMathObj.LaurentPolynomial
alignNumber.Positional
alignMantNumber.Positional
allPreludeBase, MyPrelude
alternate 
1 (Function)MathObj.Polynomial
2 (Function)MathObj.PowerSeries
3 (Function)MathObj.LaurentPolynomial
ampereNumber.SI
andPreludeBase, MyPrelude
andWNumber.Peano
Angle 
1 (Type/Class)Algebra.DimensionTerm
2 (Data Constructor)Algebra.DimensionTerm
3 (Data Constructor)Number.SI.Unit
4 (Type/Class)Number.DimensionTerm
angle 
1 (Function)Algebra.DimensionTerm
2 (Function)Number.SI.Unit
3 (Function)Number.DimensionTerm
4 (Function)Number.Positional
angularSpeedNumber.SI.Unit
anyPreludeBase, MyPrelude
appendFilePreludeBase, MyPrelude
applyMathObj.Permutation
applyLeftMulAlgebra.DimensionTerm
applyRecipAlgebra.DimensionTerm
applyRightMulAlgebra.DimensionTerm
appPrec 
1 (Function)Algebra.DimensionTerm
2 (Function)MathObj.PowerSeries
3 (Function)MathObj.LaurentPolynomial
4 (Function)MathObj.PartialFraction
5 (Function)MathObj.PowerSeries2
6 (Function)MathObj.PowerSum
7 (Function)MathObj.RootSet
8 (Function)Number.FixedPoint.Check
9 (Function)Number.GaloisField2p32m5
approxMathObj.PowerSeries
approxArgVectorMathObj.PowerSeries
approxCoeffVectorMathObj.PowerSeries
approximateMathObj.PowerSeries
approximateArgVectorMathObj.PowerSeries
approximateCoeffVectorMathObj.PowerSeries
approxLogBaseNumber.FixedPoint
approxRationalAlgebra.RealField, NumericPrelude, MyPrelude
approxSeriesMathObj.PowerSum
arctan 
1 (Function)Number.FixedPoint
2 (Function)Number.Positional
arctanClassicNumber.Positional
arctanSeriesNumber.Positional
arctanSmall 
1 (Function)Number.FixedPoint
2 (Function)Number.Positional
arctanStemNumber.Positional
areaNumber.SI.Unit
argMaxNumber.Peano
argMaxFullNumber.Peano
argMaximumNumber.Peano
argMinNumber.Peano
argMinFullNumber.Peano
argMinimumNumber.Peano
arithmetic2MathObj.PowerSeries.Mean
arithmeticDiff2MathObj.PowerSeries.Mean
arithmeticMVFMathObj.PowerSeries.Mean
asin 
1 (Function)Algebra.Transcendental, NumericPrelude, MyPrelude
2 (Function)MathObj.PowerSeries
3 (Function)MathObj.PowerSeries.Example
asinhAlgebra.Transcendental, NumericPrelude, MyPrelude
asinODEMathObj.PowerSeries.Example
associateLeftAlgebra.DimensionTerm
associateRightAlgebra.DimensionTerm
associativeAlgebra.Laws
astronomicUnit 
1 (Function)Number.DimensionTerm.SI
2 (Function)Number.SI
asTypeOfPreludeBase, MyPrelude
atan 
1 (Function)Algebra.Transcendental, NumericPrelude, MyPrelude
2 (Function)MathObj.PowerSeries
3 (Function)MathObj.PowerSeries.Example
atan2Algebra.RealTranscendental, NumericPrelude, MyPrelude
atanExplMathObj.PowerSeries.Example
atanh 
1 (Function)Algebra.Transcendental, NumericPrelude, MyPrelude
2 (Function)MathObj.PowerSeries.Example
atanhExplMathObj.PowerSeries.Example
atanhODEMathObj.PowerSeries.Example
atanODEMathObj.PowerSeries.Example
attoNumber.SI.Unit, Number.DimensionTerm.SI