Index

!!Matrix
*Ring
+Ring
-Ring
.&&.Testing
.&.Testing
.*Polynomial
.||.Testing
/Field
:+:ComplexRational
==>Testing
><Testing
absSqRing
AddComplex
adjointedRoot 
1 (Function)IdealExtension
2 (Function)SimpleExtension
AlgAlgebraic
annihilatingPolynomialSmith
ApproxComplex
approxComplex
ArbitraryTesting
arbitraryTesting
arbitraryBoundedIntegralTesting
arbitraryBoundedRandomTesting
arbitrarySizedBoundedIntegralTesting
arbitrarySizedFractionalTesting
arbitrarySizedIntegralTesting
areAssociatedRing
areCoprimeEuclidean
Args 
1 (Data Constructor)Testing
2 (Type/Class)Testing
ASTComplex
asTypeOfProxyProxy, TypeLevelNat
Blind 
1 (Data Constructor)Testing
2 (Type/Class)Testing
canonCoeffsPolynomial
canonCoeffs'Polynomial
canonRep 
1 (Function)IdealExtension
2 (Function)SimpleExtension
cauchyRadiusRootFinding
CellRootFinding
Cell0RootFinding
Cell1RootFinding
Cell2RootFinding
charPolySmith
chattyTesting
check_AlgebraicAlgebraicTesting
check_ComplexRationalComplexRational
check_EuclideanEuclidean
check_FactoringFactoring
check_FieldField
check_GaloisGalois
check_IntegralClosureIntegralClosure
check_NormedRingNormedRing
check_NumericHelperNumericHelper
check_PolynomialPolynomial
check_RingRing
check_RootFindingRootFindingTesting
check_SimpleExtensionSimpleExtension
check_SmithSmith
check_TypeLevelNatTypeLevelNat
chooseTesting
classifyTesting
CoArbitraryTesting
coarbitraryTesting
coarbitraryIntegralTesting
coarbitraryRealTesting
coarbitraryShowTesting
CodomainRingMorphism
collectTesting
ComplexComplex
ComplexRationalComplexRational
composePolynomial
conjoinTesting
conjugateRing
contentPolynomial
couldBeNonZeroRing
coverTesting
debugDebug
degreeEuclidean
deleteColumnMatrix
deleteRowMatrix
demo 
1 (Function)Smith
2 (Function)Complex
3 (Function)Algebraic
4 (Function)RootFinding
5 (Function)Factoring
6 (Function)IdealExtension
7 (Function)Galois
8 (Function)SimpleExtension
demosMain
DenseSubsetComplex
derivativePolynomial
determinantSmith
diagonalFormSmith
disjoinTesting
divideRootFinding
DomainRingMorphism
elementaryDivisorsSmith
elementsTesting
ER 
1 (Type/Class)Euclidean
2 (Data Constructor)Euclidean
euclidChainEuclidean
EuclideanRingEuclidean
eval 
1 (Function)Polynomial
2 (Function)IntegralClosure
3 (Function)Algebraic
eval0Polynomial
evalAnnihilatorIntegralClosure
ExactComplex
execISEIdealExtension
execISEwithAlgebraicIdealExtension
expectFailureTesting
ExtComplex
F 
1 (Type/Class)Field
2 (Data Constructor)Field
FailureTesting
FieldField
Fixed 
1 (Data Constructor)Testing
2 (Type/Class)Testing
forAllTesting
forAllShrinkTesting
frequencyTesting
fromArrayMatrix
fromArray'Matrix
fromBase 
1 (Function)Matrix
2 (Function)Polynomial
3 (Function)Complex
4 (Function)IntegralClosure
5 (Function)Algebraic
6 (Function)IdealExtension
7 (Function)SimpleExtension
fromComplexRationalComplexRational
fromIntegerRing
fromRationalRing
fromRealAlgAlgebraic
galoisGroupGalois
GaveUpTesting
gcdEuclidean
gcd'Euclidean
GenTesting
goldenRatio 
1 (Function)Complex
2 (Function)IntegralClosure
3 (Function)Algebraic
goldenRatioSeqNumericHelper
growingElementsTesting
HasAnnihilatingPolynomialsSmith
HasConjugationRing
HasDenseSubsetComplex
HasFloatingApproxRing
HasMagnitudeZeroTestComplex
HasRationalEmbeddingRing
HasTestableAssociatednessRing
ICIntegralClosure
IdealIdealExtension
idealCanonCoeffsIdealEuclidean
idealDegreeIdealEuclidean
idealEqualsIdealExtension
IdealFieldIdealExtension
idealGCDIdealEuclidean
idealNormalizeIdealEuclidean
idealNormedGCDIdealEuclidean
idealQuotRemIdealEuclidean
idealRecipIdealExtension
ilogbNumericHelper
ilogbUpNumericHelper
imagPartRing
imagUnitRing
indexRootFinding
IntegralDomainRing
irreducibleFactorsFactoring
isApproxIntegerAlgebraic
isApproxIntegerPolyAlgebraic
isComplexRationalAlgebraic
isComposedPolyFactoring
ISEIdealExtension
isIntegerAlgebraic
isIntegerPolyAlgebraic
isIrreducibleFactoring
isIrreducible'Factoring
isRationalAlgebraic
isRationalPolyAlgebraic
iXPolynomial
labelTesting
labelsTesting
lambdaMatrixSmith
leadingCoeffPolynomial
linearResolventGalois
listOfTesting
listOf1Testing
logMaxEvalComplex
magnitudeZeroTestRComplex
mainMain
mapSizeTesting
MatrixMatrix
maxDiscardTesting
maxSizeTesting
maxSuccessTesting
midpointRootFinding
minimalPolynomialFactoring
minPolySmith
MinPolySqrt2SimpleExtension
MkAlgAlgebraic
MkApproxComplex
MkICIntegralClosure
MkMatrixMatrix
MkNormedPolyPolynomial
mkNormedPolyPolynomial
MkPolyPolynomial
MkStrTesting
morRingMorphism
MultComplex
N0TypeLevelNat
N1TypeLevelNat
N2TypeLevelNat
N3TypeLevelNat
N4TypeLevelNat
naiveDeterminantMatrix
Nat 
1 (Type/Class)Nat
2 (Type/Class)Matrix
negateRing
newInteractiveApproxComplex
newInteractiveApprox'Complex
NoExpectedFailureTesting
NondetIdealExtension
NonEmptyTesting
NonEmptyListTesting
NonNegative 
1 (Data Constructor)Testing
2 (Type/Class)Testing
NonnegativeRationalNumericHelper
NonZero 
1 (Data Constructor)Testing
2 (Type/Class)Testing
normNormedRing
normalizePolynomial
normalize'Polynomial
NormedPolyPolynomial
normedPolyPropPolynomial
normedQuotRemPolynomial
NormedRingNormedRing
normUpperBoundNormedRing
normUpperBoundRComplex
numberIntegralClosure
numColsMatrix
numCols'Matrix
numRowsMatrix
numRows'Matrix
numShrinksTesting
numTestsTesting
oneofTesting
OrderedTesting
OrderedListTesting
orderedListTesting
OrderedRingRing
outputTesting
PolyPolynomial
polynomialIntegralClosure
Positive 
1 (Data Constructor)Testing
2 (Type/Class)Testing
positiveTesting
positiveDivisorsNumericHelper
PositiveNatNat
prettyMatrixMatrix
primeFactorsNumericHelper
primesPrimes
primitiveElementGalois
printTestCaseTesting
prodAnnihilatorIntegralClosure
productRing
promoteTesting
PropTesting
PropertyTesting
propertyTesting
props_areAssociatedRing
props_fieldAxiomsField
props_irreducibleFactorsFactoring
props_isComposedPolyFactoring
props_normUpperBoundNormedRing
props_ringAxiomsRing
props_rootsRootFindingTesting
props_simplifyAlgFactoring
ProxyProxy, TypeLevelNat
PseudoFieldComplex
pseudoResolventGalois
QIinCComplex
QinCComplex
QinRComplex
Qsqrt2inRSimpleExtension
quickCheckTesting
quickCheckResultTesting
quickCheckWithTesting
quickCheckWithResultTesting
quotRemEuclidean
R 
1 (Type/Class)Complex
2 (Data Constructor)Complex
rangesTesting
RealComplex
realPartRing
RealSubringRing
reasonTesting
recipField
recip'Complex
reflectNatTypeLevelNat
reflectPositiveNatTypeLevelNat
ReifyIrreduciblePolySimpleExtension
ReifyNatTypeLevelNat
reifyNatTypeLevelNat
ReifyPolySimpleExtension
replayTesting
resizeTesting
restartIdealExtension
ResultTesting
RingRing
RingMorphismRingMorphism
rootsRootFinding
roots'RootFinding
rootsOnRectangleRootFinding
rootsOnSegmentRootFinding
roundDownToRecipNNumericHelper
roundUpNumericHelper
runIdealIdealExtension
runProcMain
runRComplex
S 
1 (Type/Class)TypeLevelNat
2 (Data Constructor)IdealExtension
sampleTesting
sample'Testing
SESimpleExtension
shrinkTesting
Shrink2 
1 (Data Constructor)Testing
2 (Type/Class)Testing
Shrinking 
1 (Data Constructor)Testing
2 (Type/Class)Testing
shrinkingTesting
shrinkInitTesting
shrinkIntegralTesting
shrinkNothingTesting
shrinkRealFracTesting
ShrinkStateTesting
shrinkStateTesting
signChangesRootFinding
signChanges'RootFinding
signum'Complex
simpleNonconstantRationalPolyPolynomial
simpleNonzeroRationalTesting
simpleRationalTesting
simplifyAlgFactoring
sizedTesting
Smart 
1 (Data Constructor)Testing
2 (Type/Class)Testing
SqMatrixMatrix
sqrt2 
1 (Function)Complex
2 (Function)IntegralClosure
3 (Function)Algebraic
sqrt2SeqNumericHelper
squarefreePartPolynomial
squareRootNumericHelper
squareRootBoundsNumericHelper
stdArgsTesting
StrTesting
sturmChainRootFinding
subdivisionsRootFinding
SuccessTesting
suchThatTesting
suchThatMaybeTesting
sumRing
sumAnnihilatorIntegralClosure
TestableTesting
testsMain
toProxyProxy, TypeLevelNat
traceEvalsComplex
transposeMatrix
unAlgAlgebraic
unApproxComplex
unEREuclidean
unFField
unitRing
unMatrixMatrix
unNormedPolyPolynomial
unProxyProxy, TypeLevelNat
unsafeApproxRing
unsafeCoeffsPolynomial
unsafeFromRationalNumericHelper
unsafeRunRComplex
usedSeedTesting
usedSizeTesting
variantTesting
vectorTesting
vectorOfTesting
verboseTesting
verboseCheckTesting
verboseCheckResultTesting
verboseCheckWithTesting
verboseCheckWithResultTesting
verifyPolynomialIntegralClosure
warnDebug
whenFailTesting
whenFail'Testing
windingNumberRootFinding
withinTesting
withNontrivialColsMatrix
withNontrivialRowsMatrix
withNontrivialRowsColsMatrix
withSquareMatrix
ZTypeLevelNat
zeroRing
ZinRingMorphism
^Ring