numeric-prelude-0.2: An experimental alternative hierarchy of numeric type classes

Index - I

idNumericPrelude.Base, NumericPrelude
identicalMathObj.LaurentPolynomial
identity 
1 (Function)Algebra.Laws
2 (Function)MathObj.Permutation.Table
identityLeftAlgebra.DimensionTerm
identityRightAlgebra.DimensionTerm
idtAlgebra.Monoid
ifLazy 
1 (Function)Number.Positional
2 (Function)Number.Peano
ignoreSpaceNumber.Physical.Read
imag 
1 (Function)Number.Complex
2 (Function)Number.Quaternion
imaginaryUnitNumber.Complex
inch 
1 (Function)Number.DimensionTerm.SI
2 (Function)Number.SI
increaseCostsNumber.Peano
independentNumber.Physical.UnitDatabase
indexMapFromListMathObj.PartialFraction
indexMapMapWithKeyMathObj.PartialFraction
indexMapToListMathObj.PartialFraction
infinityNumber.Peano
Information 
1 (Type/Class)Algebra.DimensionTerm
2 (Data Constructor)Algebra.DimensionTerm
3 (Data Constructor)Number.SI.Unit
4 (Type/Class)Number.DimensionTerm
information 
1 (Function)Algebra.DimensionTerm
2 (Function)Number.SI.Unit
3 (Function)Number.DimensionTerm
initNumericPrelude.Base, NumericPrelude
initDefaultNumber.Physical.UnitDatabase
initIndependentNumber.Physical.UnitDatabase
initIsUnitNumber.Physical.UnitDatabase
initMagNumber.Physical.UnitDatabase
InitScale 
1 (Type/Class)Number.Physical.UnitDatabase
2 (Data Constructor)Number.Physical.UnitDatabase
initScaleNumber.Physical.UnitDatabase
initScalesNumber.Physical.UnitDatabase
initSymbolNumber.Physical.UnitDatabase
initUnitNumber.Physical.UnitDatabase
InitUnitSet 
1 (Type/Class)Number.Physical.UnitDatabase
2 (Data Constructor)Number.Physical.UnitDatabase
initUnitSetNumber.Physical.UnitDatabase
Int 
1 (Type/Class)NumericPrelude.Numeric, NumericPrelude
2 (Type/Class)Number.NonNegative
intAssociateAlgebra.Units
Integer 
1 (Type/Class)NumericPrelude.Numeric, NumericPrelude
2 (Type/Class)Number.NonNegative
integerMultiplyAlgebra.Module
integrate 
1 (Function)MathObj.Polynomial.Core
2 (Function)MathObj.Polynomial
3 (Function)MathObj.PowerSeries.Core
integrate0MathObj.PowerSeries2.Core
integrate1MathObj.PowerSeries2.Core
integrateIntMathObj.Polynomial.Core
interactNumericPrelude.Base, NumericPrelude
intPowerNumber.Positional
intQueryAlgebra.Units
intStandardAlgebra.Units
intStandardInverseAlgebra.Units
invMathObj.PowerSeries.Core
inverse 
1 (Function)Algebra.Laws
2 (Function)MathObj.Permutation
3 (Function)MathObj.Permutation.Table
4 (Function)MathObj.Permutation.CycleList
invertRecipAlgebra.DimensionTerm
IONumericPrelude.Base, NumericPrelude
IOErrorNumericPrelude.Base, NumericPrelude
ioErrorNumericPrelude.Base, NumericPrelude
isAbsoluteMathObj.LaurentPolynomial
isAscendingNumber.Peano
isAscendingFiniteListNumber.Peano
isAscendingFiniteNumbersNumber.Peano
isAscendingWNumber.Peano
isCompatible 
1 (Function)Number.ResidueClass.Check
2 (Function)Number.ResidueClass.Maybe
isCompatibleMaybeNumber.ResidueClass.Maybe
isEssentialMathObj.Permutation.CycleList
isNullNumber.NonNegativeChunky
isPositiveNumber.NonNegativeChunky
IsScalarAlgebra.DimensionTerm
isScalar 
1 (Function)Number.Physical.Unit
2 (Function)Number.Physical
isUnitAlgebra.Units, NumericPrelude.Numeric, NumericPrelude
isValidMathObj.PowerSeries2
isZeroAlgebra.ZeroTestable, NumericPrelude.Numeric, NumericPrelude
iterateNumericPrelude.Base, NumericPrelude