testContentsIndex
Main
Contents
Physical units
Reals
Fixed point numbers
Residue classes
Polynomials and power series
Partial fractions
Synopsis
type SIDouble = T Double Double
type SIComplex = T Double (T Double)
test :: [SIDouble]
testComplex :: SIComplex
testMagnitude :: SIDouble
testExpr :: T Double SIDouble
testPrefixes :: [SIDouble]
testReal :: String
testComplexReal :: T T
showReal :: T -> String
testFixedPoint :: String
showFixedPoint :: T -> String
testResidueClass :: Integer
polyResidueClass :: (C a, C a) => [a] -> T (T a)
polynomial :: [a] -> T a
powerSeries :: [a] -> T a
tanSeries :: T Rational
partialFraction :: (C a, C a) => [a] -> a -> T a
cdfFraction :: T (T Rational)
cdfFractionNum :: T (T Rational)
main :: IO ()
Physical units
type SIDouble = T Double Double
type SIComplex = T Double (T Double)
test :: [SIDouble]
testComplex :: SIComplex
testMagnitude :: SIDouble
testExpr :: T Double SIDouble
testPrefixes :: [SIDouble]
Reals
testReal :: String
testComplexReal :: T T
showReal :: T -> String
Fixed point numbers
testFixedPoint :: String
showFixedPoint :: T -> String
Residue classes
testResidueClass :: Integer
polyResidueClass :: (C a, C a) => [a] -> T (T a)
Polynomials and power series
polynomial :: [a] -> T a
powerSeries :: [a] -> T a
tanSeries :: T Rational
Partial fractions
partialFraction :: (C a, C a) => [a] -> a -> T a
cdfFraction :: T (T Rational)
An example from wavelet theory: lifting coefficients of the CDF wavelet family.
cdfFractionNum :: T (T Rational)
The same example with different notation, that relies on numerical literals being used for polynomials.
main :: IO ()
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