- CanonicalBasis - Class in de.jtem.riemann.surface.homologie
-
All members of this class are defined during instantiation
and are recalculated during the instantiation of
SymmetricBasis:
initialACycles
initialBCycles
- CanonicalBasis() - Constructor for class de.jtem.riemann.surface.homologie.CanonicalBasis
-
- CanonicalBasis(CanonicalBasis) - Constructor for class de.jtem.riemann.surface.homologie.CanonicalBasis
-
- CanonicalBasis(IntegerMatrix, IntegerMatrix, IntegerVector) - Constructor for class de.jtem.riemann.surface.homologie.CanonicalBasis
-
- cb - Variable in class de.jtem.riemann.surface.AbstractAlgebraicCurve
-
- cb - Variable in class de.jtem.riemann.surface.hyperElliptic.HyperEllipticSurface
-
- checkForBifurcation(int, int) - Method in class de.jtem.riemann.surface.homologie.Transform
-
- checkForBranchPointIndex(int) - Method in class de.jtem.riemann.surface.homologie.Transform
-
- checkForDistinguishedPointIndex(int) - Method in class de.jtem.riemann.surface.homologie.Transform
-
- checkForSingularPointIndex(int) - Method in class de.jtem.riemann.surface.homologie.Transform
-
- chi(Complex, double) - Method in class de.jtem.riemann.schottky.Schottky
-
- chi(Complex) - Method in class de.jtem.riemann.schottky.Schottky
-
- chi(double) - Method in class de.jtem.riemann.schottky.Schottky
-
- chi() - Method in class de.jtem.riemann.schottky.Schottky
-
- clockWise - Variable in class de.jtem.riemann.surface.PointPassedCutEvent
-
- clone() - Method in class de.jtem.riemann.surface.homologie.Basis
-
- clone() - Method in class de.jtem.riemann.surface.homologie.CanonicalBasis
-
- clone() - Method in class de.jtem.riemann.surface.homologie.Transform
-
- compareTo(Object) - Method in class de.jtem.riemann.surface.PointPassedCutEvent
-
- compareTo(Object) - Method in class de.jtem.riemann.surface.SurfacePoint
-
- compute(Schottky, int, Complex, Complex) - Static method in class de.jtem.riemann.schottky.FixPointsOfInvolution
-
- compute(Complex, Complex, Complex, Complex, Complex) - Static method in class de.jtem.riemann.schottky.FixPointsOfInvolution
-
- compute() - Method in class de.jtem.riemann.surface.AbstractAlgebraicCurveShape
-
- compute() - Method in class de.jtem.riemann.surface.hyperElliptic.HyperEllipticSurfaceShape
-
- compute() - Method in class de.jtem.riemann.surface.RamifiedCoveringShape
-
- computeAPeriodsForEdgeIntegrals(ComplexMatrix, ComplexMatrix) - Method in class de.jtem.riemann.surface.homologie.CanonicalBasis
-
- computeAPeriodsForEdgeIntegrals(ComplexVector, ComplexVector) - Method in class de.jtem.riemann.surface.homologie.CanonicalBasis
-
- computeAPeriodsOfForm(int, ComplexVector) - Method in class de.jtem.riemann.surface.AbstractAlgebraicCurveWithForms
-
- computeBoxArroundTroublePoint(ComplexValue, ComplexVector) - Method in class de.jtem.riemann.util.RadialPathGenerator
-
- computeBPeriodsForEdgeIntegrals(ComplexMatrix, ComplexMatrix) - Method in class de.jtem.riemann.surface.homologie.CanonicalBasis
-
- computeBPeriodsForEdgeIntegrals(ComplexVector, ComplexVector) - Method in class de.jtem.riemann.surface.homologie.CanonicalBasis
-
- computeBPeriodsOfForm(int, ComplexVector) - Method in class de.jtem.riemann.surface.AbstractAlgebraicCurveWithForms
-
- computeBranchPoints(Schottky, Complex[]) - Static method in class de.jtem.riemann.schottky.FixPointsOfInvolution
-
- computeEdgeIntegrals(ComplexMatrix, ComplexVector) - Method in class de.jtem.riemann.surface.homologie.Transform
-
- computeEdgeIntegrals(ComplexMatrix, ComplexMatrix, ComplexVector) - Method in class de.jtem.riemann.surface.homologie.Transform
-
- computeEdgeIntegrals(ComplexMatrix, ComplexMatrix, ComplexMatrix, ComplexVector) - Method in class de.jtem.riemann.surface.homologie.Transform
-
- computeEdgeIntegrals(ComplexMatrix, ComplexMatrix, ComplexVector, ComplexVector) - Method in class de.jtem.riemann.surface.homologie.Transform
-
- computeEdgeIntegrals(ComplexMatrix, int) - Method in class de.jtem.riemann.surface.hyperElliptic.HyperEllipticSurface
-
- computeFixPoints(Schottky, Complex[]) - Static method in class de.jtem.riemann.schottky.FixPointsOfInvolution
-
- computeIndexedLineSet() - Method in class de.jtem.riemann.surface.AbstractAlgebraicCurveShape
-
- computeIndexedLineSet() - Method in class de.jtem.riemann.surface.hyperElliptic.HyperEllipticSurfaceShape
-
- computeLoopAroundTroublePoint(ComplexValue, ComplexVector) - Method in class de.jtem.riemann.util.RadialPathGenerator
-
- computeLoops() - Method in class de.jtem.riemann.surface.hyperElliptic.HyperEllipticSurface
-
- computeLoops(ComplexVector[], ComplexVector[], ComplexVector[]) - Method in class de.jtem.riemann.surface.RamifiedCovering
-
- computeLoopsAroundTroublePoints(ComplexValue[], ComplexVector[]) - Method in class de.jtem.riemann.util.RadialPathGenerator
-
- computeMu(Complex) - Method in class de.jtem.riemann.surface.hyperElliptic.HyperEllipticSurface
-
- computeMu(Complex, int) - Method in class de.jtem.riemann.surface.hyperElliptic.HyperEllipticSurface
-
- computePathsToPoints(ComplexValue[], ComplexVector[]) - Method in class de.jtem.riemann.util.RadialPathGenerator
-
- computePathToPoint(ComplexValue, ComplexVector) - Method in class de.jtem.riemann.util.RadialPathGenerator
-
- computePeriodMatrix(ComplexMatrix) - Method in class de.jtem.riemann.surface.hyperElliptic.HyperEllipticSurface
-
- computePeriodMatrixForEdgeIntegrals(ComplexMatrix, ComplexMatrix) - Method in class de.jtem.riemann.surface.homologie.CanonicalBasis
-
- Constrain - Class in de.jtem.riemann.constrainedComplex
-
- Constrain() - Constructor for class de.jtem.riemann.constrainedComplex.Constrain
-
- constrain - Variable in class de.jtem.riemann.constrainedComplex.ConstrainedComplex
-
- ConstrainedComplex - Class in de.jtem.riemann.constrainedComplex
-
- ConstrainedComplex() - Constructor for class de.jtem.riemann.constrainedComplex.ConstrainedComplex
-
- constrainedComplex - Variable in exception de.jtem.riemann.constrainedComplex.IllegalCoordinateException
-
- ConstrainFactory - Class in de.jtem.riemann.constrainedComplex
-
- continueAlongPathOnLambdaPlane(ComplexVector, Complex, Complex) - Method in class de.jtem.riemann.analyticContinuation.AnalyticContinuation
-
- continueAlongPathOnMuPlane(ComplexVector, Complex, Complex) - Method in class de.jtem.riemann.analyticContinuation.AnalyticContinuation
-
- continueOnLambdaPlaneTo(Complex, Complex) - Method in class de.jtem.riemann.analyticContinuation.AnalyticContinuation
-
- continueOnMuPlaneTo(Complex, Complex) - Method in class de.jtem.riemann.analyticContinuation.AnalyticContinuation
-
- coords - Variable in class de.jtem.riemann.constrainedComplex.ConstrainedComplex
-
- createAbsSeriesFunction(Schottky, double) - Static method in class de.jtem.riemann.schottky.SigmaAnalysisFunctionFactory
-
Creates function which delivers the absolute series
related to sigma.
- createAbsSeriesFunctionFor1stKind(Schottky, double, int) - Static method in class de.jtem.riemann.schottky.AbelianDifferentialAnalysisFunctionFactory
-
Creates function which delivers the absolute series
related to the differential of first kind.
- createAbsSeriesFunctionFor1stKind(Schottky, double, int) - Static method in class de.jtem.riemann.schottky.AbelianIntegralAnalysisFunctionFactory
-
Creates function which delivers the absolute series
related to the integral of first kind.
- createAbsValueFunction(Schottky, double) - Static method in class de.jtem.riemann.schottky.SigmaAnalysisFunctionFactory
-
Creates function evaluating the absolute value of sigma.
- createAbsValueFunctionFor1stKind(Schottky, double, int) - Static method in class de.jtem.riemann.schottky.AbelianDifferentialAnalysisFunctionFactory
-
Creates function evaluating the absolute value of the
abelian differential of fist kind.
- createAbsValueFunctionFor1stKind(Schottky, double, int) - Static method in class de.jtem.riemann.schottky.AbelianIntegralAnalysisFunctionFactory
-
Creates function evaluating the absolute value of the
abelian integral of fist kind.
- createAbsValueFunctionForPower(Schottky, int, double) - Static method in class de.jtem.riemann.schottky.SigmaAnalysisFunctionFactory
-
Creates function evaluating the absolute value of sigma.
- createAnalysisCheckFunction(Schottky, double) - Static method in class de.jtem.riemann.schottky.SigmaAnalysisFunctionFactory
-
Creates function which checks the analysis object for
sigma.
- createAnalysisCheckFunctionFor1stKind(Schottky, double, int) - Static method in class de.jtem.riemann.schottky.AbelianDifferentialAnalysisFunctionFactory
-
Creates function which checks the analysis object for
differential of the 1st kind.
- createAnalysisCheckFunctionFor1stKind(Schottky, double, int) - Static method in class de.jtem.riemann.schottky.AbelianIntegralAnalysisFunctionFactory
-
Creates function which checks the analysis object for
integral of the 1st kind.
- createArgValueFunctionFor1stKind(Schottky, double, int) - Static method in class de.jtem.riemann.schottky.AbelianDifferentialAnalysisFunctionFactory
-
Creates function evaluating the argument value of the
abelian differential of fist kind.
- createArgValueFunctionFor1stKind(Schottky, double, int) - Static method in class de.jtem.riemann.schottky.AbelianIntegralAnalysisFunctionFactory
-
Creates function evaluating the argument value of the
abelian integral of fist kind.
- createBenchMarkFunction(SchottkyAnalysisFunction) - Static method in class de.jtem.riemann.schottky.AbelianDifferentialAnalysisFunctionFactory
-
Creates function measering bench marks for provided function.
- createErrorFunction(Schottky, double) - Static method in class de.jtem.riemann.schottky.SigmaAnalysisFunctionFactory
-
Creates function which delivers the theoretical error
of the approximation of sigma.
- createErrorFunctionFor1stKind(Schottky, double, int) - Static method in class de.jtem.riemann.schottky.AbelianDifferentialAnalysisFunctionFactory
-
Creates function which delivers the theoretical error
of the approximation of differential of first kind.
- createErrorFunctionFor1stKind(Schottky, double, int) - Static method in class de.jtem.riemann.schottky.AbelianIntegralAnalysisFunctionFactory
-
Creates function which delivers the theoretical error
of the approximation of integral of first kind.
- createMaxWordLengthFunction(Schottky, double) - Static method in class de.jtem.riemann.schottky.SigmaAnalysisFunctionFactory
-
Creates function which delivers the largest word length of all
element in section of the the subset which
is used for the approximation of sigma.
- createMaxWordLengthFunctionFor1stKind(Schottky, double, int) - Static method in class de.jtem.riemann.schottky.AbelianDifferentialAnalysisFunctionFactory
-
Creates function which delivers the largest word length of all
element in section of the the subset which
is used for the approximation of differential of first kind.
- createMaxWordLengthFunctionFor1stKind(Schottky, double, int) - Static method in class de.jtem.riemann.schottky.AbelianIntegralAnalysisFunctionFactory
-
Creates function which delivers the largest word length of all
element in section of the the subset which
is used for the approximation of integral of first kind.
- createMinWordLengthFunction(Schottky, double) - Static method in class de.jtem.riemann.schottky.SigmaAnalysisFunctionFactory
-
Creates function which delivers the smallest word length of all
element in section of the the subset which
is used for the approximation sigma.
- createMinWordLengthFunctionFor1stKind(Schottky, double, int) - Static method in class de.jtem.riemann.schottky.AbelianDifferentialAnalysisFunctionFactory
-
Creates function which delivers the smallest word length of all
element in section of the the subset which
is used for the approximation of differential of first kind.
- createMinWordLengthFunctionFor1stKind(Schottky, double, int) - Static method in class de.jtem.riemann.schottky.AbelianIntegralAnalysisFunctionFactory
-
Creates function which delivers the smallest word length of all
element in section of the the subset which
is used for the approximation of integral of first kind.
- createNumericalErrorFunction(Schottky, double, double) - Static method in class de.jtem.riemann.schottky.SigmaAnalysisFunctionFactory
-
Creates function which evaluates numerical the absolute error
we make when we use the approxiamation with a prescribed
error given by testAcc.
- createNumericalErrorFunctionFor1stKind(Schottky, double, double, int) - Static method in class de.jtem.riemann.schottky.AbelianDifferentialAnalysisFunctionFactory
-
Creates function which evaluates numerical the absolute error
we make when we use the approxiamation with a prescribed
error given by testAcc.
- createNumericalErrorFunctionFor1stKind(Schottky, double, double, int) - Static method in class de.jtem.riemann.schottky.AbelianIntegralAnalysisFunctionFactory
-
Creates function which evaluates numerical the absolute error
we make when we use the approxiamation with a prescribed
error given by testAcc.
- createNumericalErrorOfAbsFunctionFor1stKind(Schottky, double, double, int) - Static method in class de.jtem.riemann.schottky.AbelianDifferentialAnalysisFunctionFactory
-
Creates function which evaluates numerical the absolute error
we make when we use the approxiamation with a prescribed
error given by testAcc, but this time we refer to the absolute series.
- createNumericalErrorOfAbsFunctionFor1stKind(Schottky, double, double, int) - Static method in class de.jtem.riemann.schottky.AbelianIntegralAnalysisFunctionFactory
-
Creates function which evaluates numerical the absolute error
we make when we use the approxiamation with a prescribed
error given by testAcc, but this time we refer to the absolute series.
- createNumericalErrorOfAbsRelTheoreticalFunctionFor1stKind(Schottky, double, double, int) - Static method in class de.jtem.riemann.schottky.AbelianIntegralAnalysisFunctionFactory
-
Creates function which evaluates numerical the absolute error
we make when we use the approxiamation with a prescribed
error given by testAcc, but this time we refer to the absolute series.
- createNumOfSmallTermsFunction(Schottky, double) - Static method in class de.jtem.riemann.schottky.SigmaAnalysisFunctionFactory
-
Creates function counting the number of elements in subset which
deliver a term below the numerical resolution.
- createNumOfUsedTermsFunction(Schottky, double) - Static method in class de.jtem.riemann.schottky.SigmaAnalysisFunctionFactory
-
Creates function counting the number of elements in subset which
is used for the approximation of sigma.
- createNumOfUsedTermsFunctionFor1stKind(Schottky, double, int) - Static method in class de.jtem.riemann.schottky.AbelianDifferentialAnalysisFunctionFactory
-
Creates function counting the number of elements in subset which
is used for the approximation of the differential of first kind.
- createNumOfUsedTermsFunctionFor1stKind(Schottky, double, int) - Static method in class de.jtem.riemann.schottky.AbelianIntegralAnalysisFunctionFactory
-
Creates function counting the number of elements in subset which
is used for the approximation of the integral of first kind.
- createWasteFunctionFor1stKind(Schottky, double, int) - Static method in class de.jtem.riemann.schottky.AbelianDifferentialAnalysisFunctionFactory
-
Creates function which delivers the waste caused by the
evaluation algorithm.
- cut - Variable in class de.jtem.riemann.surface.PointPassedCutEvent
-
- gamma(Complex, double) - Method in class de.jtem.riemann.schottky.Schottky
-
- gamma(Complex) - Method in class de.jtem.riemann.schottky.Schottky
-
- gamma(double) - Method in class de.jtem.riemann.schottky.Schottky
-
- gamma() - Method in class de.jtem.riemann.schottky.Schottky
-
- generator - Variable in class de.jtem.riemann.schottky.SchottkyData
-
- generatorInv - Variable in class de.jtem.riemann.schottky.SchottkyData
-
- genus - Variable in class de.jtem.riemann.surface.AbstractAlgebraicCurve
-
- genus - Variable in class de.jtem.riemann.surface.hyperElliptic.HyperEllipticSurface
-
- Genus7Example - Class in de.jtem.riemann.surface.example.isothermic
-
- Genus7Example() - Constructor for class de.jtem.riemann.surface.example.isothermic.Genus7Example
-
- Genus7ExampleBeanInfo - Class in de.jtem.riemann.surface.example.isothermic
-
- Genus7ExampleBeanInfo() - Constructor for class de.jtem.riemann.surface.example.isothermic.Genus7ExampleBeanInfo
-
- getA() - Method in class de.jtem.riemann.constrainedComplex.SingleConstrain
-
- getA() - Method in class de.jtem.riemann.constrainedComplex.ToupleConstrain
-
- getA(int) - Method in class de.jtem.riemann.schottky.SchottkyData
-
- getA() - Method in class de.jtem.riemann.theta.ModularPropertySupport
-
Returns the quadratic component of the transformation factor.
- getA() - Method in class de.jtem.riemann.theta.ModularTransformation
-
Queries sub-matrix a.
- getAbs() - Method in class de.jtem.riemann.surface.SurfacePoint
-
- getAbsFor(Complex) - Method in class de.jtem.riemann.surface.SurfacePoint
-
- getAccuracy() - Method in class de.jtem.riemann.schottky.Schottky
-
- getAccuracy() - Method in class de.jtem.riemann.theta.Theta
-
Returns accuracy for the oscillatory part of the theta function.
- getAlpha(int) - Method in class de.jtem.riemann.theta.ThetaWithChar
-
Returns the ith
-component of
the alpha
charateristic.
- getAlpha() - Method in class de.jtem.riemann.theta.ThetaWithChar
-
Returns alpha
charateristic.
- getAntiholomorphicInvolution(CanonicalBasis, int, int, int, IntegerVector) - Static method in class de.jtem.riemann.surface.homologie.SymmetricBasis
-
- getAPeriods() - Method in class de.jtem.riemann.surface.AbstractAlgebraicCurveWithForms
-
- getAPeriods() - Method in class de.jtem.riemann.surface.hyperElliptic.HyperEllipticSurface
-
- getAPeriodsForEdgeIntegrals(ComplexMatrix) - Method in class de.jtem.riemann.surface.homologie.CanonicalBasis
-
- getAPeriodsForEdgeIntegrals(ComplexVector) - Method in class de.jtem.riemann.surface.homologie.CanonicalBasis
-
- getArg() - Method in class de.jtem.riemann.surface.SurfacePoint
-
- getArgFor(Complex) - Method in class de.jtem.riemann.surface.SurfacePoint
-
- getAssociatedTheta() - Method in class de.jtem.riemann.theta.ThetaWithChar
-
Returns the associated Riemann theta function.
- getB() - Method in class de.jtem.riemann.constrainedComplex.ToupleConstrain
-
- getB(int) - Method in class de.jtem.riemann.schottky.SchottkyData
-
- getB() - Method in class de.jtem.riemann.theta.LatticePointsInEllipsoid_old
-
Returns matrix specifying the ellipsoid.
- getB() - Method in class de.jtem.riemann.theta.ModularTransformation
-
Queries sub-matrix b.
- getB() - Method in class de.jtem.riemann.theta.Theta
-
- getBeanDescriptor() - Method in class de.jtem.riemann.surface.example.isothermic.Genus7ExampleBeanInfo
-
- getBeanDescriptor() - Method in class de.jtem.riemann.surface.RamifiedCoveringBeanInfo
-
- getBeanDescriptor() - Method in class de.jtem.riemann.surface.RamifiedCoveringShapeBeanInfo
-
- getBeta(int) - Method in class de.jtem.riemann.theta.ThetaWithChar
-
Returns the ith
-component of
the beta
charateristic.
- getBeta() - Method in class de.jtem.riemann.theta.ThetaWithChar
-
Returns beta
charateristic.
- getBound(Schottky) - Static method in class de.jtem.riemann.schottky.SchottkyDomainSampler
-
- getBound() - Method in class de.jtem.riemann.surface.RamifiedCoveringShape
-
- getBoundary(Schottky, double, double, int) - Static method in class de.jtem.riemann.schottky.SchottkyDomain
-
- getBoundary() - Method in class de.jtem.riemann.schottky.SchottkyDomain
-
- getBoxArroundTroublePoint(ComplexValue) - Method in class de.jtem.riemann.util.RadialPathGenerator
-
- getBPeriods() - Method in class de.jtem.riemann.surface.AbstractAlgebraicCurveWithForms
-
- getBPeriods() - Method in class de.jtem.riemann.surface.hyperElliptic.HyperEllipticSurface
-
- getBPeriodsForEdgeIntegrals(ComplexMatrix) - Method in class de.jtem.riemann.surface.homologie.CanonicalBasis
-
- getBPeriodsForEdgeIntegrals(ComplexVector) - Method in class de.jtem.riemann.surface.homologie.CanonicalBasis
-
- getBranchPoint(int) - Method in class de.jtem.riemann.surface.RamifiedCovering
-
- getBranchPointLoop() - Method in class de.jtem.riemann.surface.AbstractAlgebraicCurve
-
- getBranchPointLoop() - Method in class de.jtem.riemann.surface.hyperElliptic.HyperEllipticSurface
-
- getBranchPoints(Schottky) - Static method in class de.jtem.riemann.schottky.FixPointsOfInvolution
-
- getBranchPoints() - Method in class de.jtem.riemann.surface.RamifiedCovering
-
- getBranchPointsOfQ() - Method in class de.jtem.riemann.surface.example.isothermic.Genus7Example
-
- getBranchPointsOfR() - Method in class de.jtem.riemann.surface.example.isothermic.Genus7Example
-
- getBranchPointWithCoords(Complex) - Method in class de.jtem.riemann.surface.RamifiedCovering
-
- getBranchPointWithCoords(Complex, double) - Method in class de.jtem.riemann.surface.RamifiedCovering
-
- getC() - Method in class de.jtem.riemann.schottky.Schottky
-
- getC() - Method in class de.jtem.riemann.theta.ModularTransformation
-
Queries sub-matrix c.
- getCenter() - Method in class de.jtem.riemann.theta.LatticePointsInEllipsoid_old
-
Returns center of ellipsoid.
- getCenterOfCircle(int, boolean) - Method in class de.jtem.riemann.schottky.SchottkyData
-
- getCenterOfCircle(int) - Method in class de.jtem.riemann.schottky.SchottkyData
-
- getCenterOfCircle(int, boolean, Complex) - Method in class de.jtem.riemann.schottky.SchottkyData
-
- getCenterOfCircle(int, Complex) - Method in class de.jtem.riemann.schottky.SchottkyData
-
- getCenters() - Method in class de.jtem.riemann.schottky.SchottkyData
-
- getCircleDiscr() - Method in class de.jtem.riemann.schottky.SchottkyDomain
-
Get the value of circleDiscr.
- getCirclePair(Schottky, int, int) - Static method in class de.jtem.riemann.schottky.SchottkyDomain
-
- getConstrain() - Method in class de.jtem.riemann.constrainedComplex.ConstrainedComplex
-
- getConstrainedComplexOf(Constrain) - Static method in class de.jtem.riemann.constrainedComplex.ConstrainFactory
-
- getConstrainTypeOf(Constrain) - Static method in class de.jtem.riemann.constrainedComplex.ConstrainFactory
-
- getCoords(Complex) - Method in class de.jtem.riemann.constrainedComplex.ConstrainedComplex
-
- getCoords() - Method in class de.jtem.riemann.surface.SurfacePoint
-
- getCover(Schottky, double, double, double) - Static method in class de.jtem.riemann.schottky.SchottkyDomainSampler
-
- getCover(Schottky, double, double[]) - Static method in class de.jtem.riemann.schottky.SchottkyDomainSampler
-
- getCover(Schottky, double, double, double[]) - Static method in class de.jtem.riemann.schottky.SchottkyDomainSampler
-
- getD() - Method in class de.jtem.riemann.theta.ModularTransformation
-
Queries sub-matrix d.
- getDebug() - Method in class de.jtem.riemann.surface.homologie.Transform
-
Get the value of debug.
- getDefaultPropertyIndex() - Method in class de.jtem.riemann.surface.example.isothermic.Genus7ExampleBeanInfo
-
- getDefaultPropertyIndex() - Method in class de.jtem.riemann.surface.RamifiedCoveringBeanInfo
-
- getDefaultPropertyIndex() - Method in class de.jtem.riemann.surface.RamifiedCoveringShapeBeanInfo
-
- getDegree() - Method in class de.jtem.riemann.theta.ModularTransformation
-
Returns degree of modular group.
- getDelta() - Method in class de.jtem.riemann.theta.ModularPropertySupport
-
Returns the constant component of the transformation factor.
- getDeltaArgTo(Complex) - Method in class de.jtem.riemann.surface.SurfacePoint
-
- getDeltaArgTo(SurfacePoint) - Method in class de.jtem.riemann.surface.SurfacePoint
-
- getDependenceMatrix() - Method in class de.jtem.riemann.surface.homologie.Basis
-
Get the value of dependenceMatrix.
- getDim() - Method in class de.jtem.riemann.theta.LatticePointsInEllipsoid_old
-
Returns dimension of vectorspace.
- getDim() - Method in class de.jtem.riemann.theta.Theta
-
Returns the dimension of the complex vector space on which the Riemann theta
functions operates.
- getDim() - Method in class de.jtem.riemann.theta.ThetaDegree
-
Returns the dimension of the complex vector space on which the Riemann theta
functions operates.
- getDim() - Method in class de.jtem.riemann.theta.ThetaWithChar
-
Returns the dimension of the complex vector space on which the Riemann theta
functions operates.
- getDiscretizer() - Method in class de.jtem.riemann.surface.hyperElliptic.HyperEllipticSurface
-
Get the value of discretizer.
- getDistinguishedPoint(int) - Method in class de.jtem.riemann.surface.RamifiedCovering
-
- getDistinguishedPointPath() - Method in class de.jtem.riemann.surface.AbstractAlgebraicCurve
-
- getDistinguishedPointPath() - Method in class de.jtem.riemann.surface.hyperElliptic.HyperEllipticSurface
-
- getDistinguishedPoints() - Method in class de.jtem.riemann.surface.homologie.Transform
-
Get the value of distinguishedPoints.
- getDistinguishedPoints() - Method in class de.jtem.riemann.surface.RamifiedCovering
-
- getDistinguishedVector() - Method in class de.jtem.riemann.surface.RamifiedCovering
-
- getDistRadiusOfTroublePoint(ComplexValue) - Method in class de.jtem.riemann.util.RadialPathGenerator
-
- getDoubleArrayParameterLength() - Method in class de.jtem.riemann.surface.RamifiedCoveringVariation
-
- getDoubleArrayValue() - Method in class de.jtem.riemann.schottky.SchottkyData
-
- getDoubleArrayValue() - Method in class de.jtem.riemann.surface.RamifiedCoveringVariation
-
- getDoubleArrayValue(double[], int) - Method in class de.jtem.riemann.surface.RamifiedCoveringVariation
-
- getDoubleArrayValueLength() - Method in class de.jtem.riemann.schottky.SchottkyData
-
- getDoubleArrayValueLength() - Method in class de.jtem.riemann.surface.RamifiedCoveringVariation
-
- getDoubleValue() - Method in class de.jtem.riemann.surface.RamifiedCoveringVariation
-
- getEdgeBranchPoint() - Method in class de.jtem.riemann.surface.homologie.Transform
-
Get the value of edgeBranchPoint.
- getEdgeEndPoint() - Method in class de.jtem.riemann.surface.homologie.Transform
-
Get the value of edgeEndPoint.
- getEdgeIntegrals() - Method in class de.jtem.riemann.surface.AbstractAlgebraicCurveWithForms
-
- getEdgeIntegrals(int) - Method in class de.jtem.riemann.surface.hyperElliptic.HyperEllipticSurface
-
- getEdgeNumber(int, int) - Method in class de.jtem.riemann.surface.homologie.Transform
-
- getEdgeStartPoint() - Method in class de.jtem.riemann.surface.homologie.Transform
-
Get the value of edgeStartPoint.
- getEnablePropertyChange() - Method in class de.jtem.riemann.surface.RamifiedCovering
-
- getEps() - Method in class de.jtem.riemann.surface.AbstractAlgebraicCurveWithForms
-
- getErrorOfLastEvaluation() - Method in class de.jtem.riemann.theta.AbelianFunction
-
Returns error of last Evaluation.
- getF(Complex, Complex, Complex, Complex, Complex, ComplexVector) - Method in class de.jtem.riemann.surface.AbstractAlgebraicCurveWithForms
-
- getF(Complex, Complex, Complex, Complex, Complex, ComplexVector) - Method in class de.jtem.riemann.surface.example.isothermic.Genus7Example
-
- getF(Complex, Complex, Complex, Complex, Complex, ComplexVector) - Method in class de.jtem.riemann.surface.hyperElliptic.HyperEllipticCurve
-
- getFactor() - Method in class de.jtem.riemann.surface.RamifiedCoveringVariation
-
- getFactor() - Method in class de.jtem.riemann.theta.ModularPropertySupport
-
Returns the exponential transformation factor.
- getFactor() - Method in class de.jtem.riemann.theta.TransformPropertySupport
-
Returns the exponential transformation factor.
- getFillFactor() - Method in class de.jtem.riemann.theta.Theta
-
Returns the fill factor.
- getFillFactor() - Method in class de.jtem.riemann.theta.ThetaDegree
-
Returns the fill factor.
- getFillFactor() - Method in class de.jtem.riemann.theta.ThetaWithChar
-
Returns the fill factor.
- getFirstCycleBasis() - Method in class de.jtem.riemann.surface.homologie.Basis
-
Get the value of firstCycleBasis.
- getFirstCycleIntersections() - Method in class de.jtem.riemann.surface.homologie.Basis
-
Get the value of firstCycleIntersections.
- getFixPoints(Schottky) - Static method in class de.jtem.riemann.schottky.FixPointsOfInvolution
-
- getFormTransform() - Method in class de.jtem.riemann.surface.AbstractAlgebraicCurveWithForms
-
- getG(Complex, Complex, Complex, Complex, Complex, ComplexVector) - Method in class de.jtem.riemann.surface.AbstractAlgebraicCurveWithForms
-
- getG(Complex, Complex, Complex, Complex, Complex, ComplexVector) - Method in class de.jtem.riemann.surface.example.isothermic.Genus7Example
-
- getG() - Method in class de.jtem.riemann.surface.homologie.Transform
-
Get the value of g.
- getG(Complex, Complex, Complex, Complex, Complex, ComplexVector) - Method in class de.jtem.riemann.surface.hyperElliptic.HyperEllipticCurve
-
- getGenerator(int) - Method in class de.jtem.riemann.schottky.SchottkyData
-
- getGenus() - Method in class de.jtem.riemann.surface.AbstractAlgebraicCurve
-
- getGenus() - Method in class de.jtem.riemann.surface.homologie.CanonicalBasis
-
Get the value of genus.
- getGenus() - Method in class de.jtem.riemann.surface.hyperElliptic.HyperEllipticSurface
-
Get the value of genus.
- getGl() - Method in class de.jtem.riemann.surface.homologie.Transform
-
Get the value of gl.
- getGroupElement(String) - Method in class de.jtem.riemann.schottky.SchottkyAnalysis
-
Returns group element with provided word.
- getH() - Method in class de.jtem.riemann.surface.homologie.SymmetricBasis
-
- getH(IntegerMatrix) - Static method in class de.jtem.riemann.surface.homologie.SymmetricBasis
-
- getH() - Method in class de.jtem.riemann.surface.homologie.Transform
-
Get the value of h.
- getH() - Method in class de.jtem.riemann.theta.ModularPropertySupport
-
Returns the linear component of the argument transformation.
- getHomologieTransform() - Method in class de.jtem.riemann.surface.AbstractAlgebraicCurve
-
- getHomologieTransform() - Method in class de.jtem.riemann.surface.hyperElliptic.HyperEllipticSurface
-
- getIm() - Method in class de.jtem.riemann.constrainedComplex.ConstrainedComplex
-
- getIndex() - Method in class de.jtem.riemann.surface.SurfacePoint
-
- getIndexedLineSet() - Method in class de.jtem.riemann.surface.AbstractAlgebraicCurveShape
-
Get the value of indexedLineSet.
- getIndexedLineSet() - Method in class de.jtem.riemann.surface.hyperElliptic.HyperEllipticSurfaceShape
-
Get the value of indexedLineSet.
- getIndexOfBranchPointWithCoords(Complex, double) - Method in class de.jtem.riemann.surface.RamifiedCovering
-
- getIndexOfBranchPointWithCoords(Complex) - Method in class de.jtem.riemann.surface.RamifiedCovering
-
- getIndexOfDistinguishedPointWithCoords(Complex, double) - Method in class de.jtem.riemann.surface.RamifiedCovering
-
- getIndexOfDistinguishedPointWithCoords(Complex) - Method in class de.jtem.riemann.surface.RamifiedCovering
-
- getIndexOfSingularPointWithCoords(Complex, double) - Method in class de.jtem.riemann.surface.RamifiedCovering
-
- getIndexOfSingularPointWithCoords(Complex) - Method in class de.jtem.riemann.surface.RamifiedCovering
-
- getIndexOfSurfacePoint(SurfacePoint[], SurfacePoint) - Static method in class de.jtem.riemann.surface.SurfacePoint
-
- getIndexOfSurfacePointWithCoords(Complex, double) - Method in class de.jtem.riemann.surface.RamifiedCovering
-
- getIndexOfSurfacePointWithCoords(Complex) - Method in class de.jtem.riemann.surface.RamifiedCovering
-
- getIndexOfSurfacePointWithCoords(SurfacePoint[], Complex, double) - Static method in class de.jtem.riemann.surface.SurfacePoint
-
- getIndexOfSurfacePointWithCoords(SurfacePoint[], Complex) - Static method in class de.jtem.riemann.surface.SurfacePoint
-
- getIndices() - Method in class de.jtem.riemann.schottky.SchottkyDomain
-
- getInitialACycles() - Method in class de.jtem.riemann.surface.homologie.CanonicalBasis
-
Get the value of initialACycles.
- getInitialBCycles() - Method in class de.jtem.riemann.surface.homologie.CanonicalBasis
-
Get the value of initialBCycles.
- getIntegral() - Method in class de.jtem.riemann.surface.hyperElliptic.HyperEllipticSurface
-
Get the value of integral.
- getInvariantA() - Method in class de.jtem.riemann.surface.homologie.SymmetricBasis
-
- getInvariantA(IntegerMatrix) - Static method in class de.jtem.riemann.surface.homologie.SymmetricBasis
-
- getKappa2() - Method in class de.jtem.riemann.schottky.SchottkyAnalysis
-
- getL() - Method in class de.jtem.riemann.schottky.Schottky
-
- getL1() - Method in class de.jtem.riemann.schottky.SchottkyAnalysis
-
- getLatticePoints() - Method in class de.jtem.riemann.theta.LatticePointsInEllipsoid_old
-
Returns lattice points in ellipsoid.
- getLengthOfBoundaryComponent(int) - Method in class de.jtem.riemann.schottky.SchottkyDomain
-
- getLoopAroundPoint(ComplexValue) - Method in class de.jtem.riemann.util.RadialPathGenerator
-
- getLoopsAroundTroublePoints(ComplexValue[]) - Method in class de.jtem.riemann.util.RadialPathGenerator
-
- getM() - Method in class de.jtem.riemann.theta.TransformPropertySupport
-
Returns the integer vector M(z|B)
.
- getMaxArea() - Method in class de.jtem.riemann.schottky.SchottkyDomain
-
Get the value of maxArea.
- getMaxWordLength() - Method in class de.jtem.riemann.schottky.Schottky
-
- getMinAngle() - Method in class de.jtem.riemann.schottky.SchottkyDomain
-
Get the value of minAngle.
- getMinDoubleValueState() - Method in class de.jtem.riemann.surface.RamifiedCoveringVariation
-
- getMinimalDistanceToTroublePoints(ComplexValue) - Method in class de.jtem.riemann.util.RadialPathGenerator
-
- getModularPropertySupport() - Method in class de.jtem.riemann.theta.Theta
-
- getModularTransformation() - Method in class de.jtem.riemann.theta.ModularPropertySupport
-
Returns the element of the modular group that determines the transformation.
- getModularTransformation() - Method in class de.jtem.riemann.theta.SiegelReduction
-
Returns σ
, the element of the modular group,
determing σ(B)
, the result of Siegel's reduction algorithm.
- getMonodromyAboutInfinity() - Method in class de.jtem.riemann.surface.homologie.Transform
-
Get the value of monodromyAboutInfinity.
- getMonodromyMatrix(ComplexVector[]) - Method in class de.jtem.riemann.surface.AbstractAlgebraicCurve
-
- getMonodromyMatrix() - Method in class de.jtem.riemann.surface.AbstractAlgebraicCurve
-
- getMonodromyMatrix() - Method in class de.jtem.riemann.surface.hyperElliptic.HyperEllipticSurface
-
- getMu(int, Complex) - Method in class de.jtem.riemann.schottky.SchottkyData
-
- getMu(int) - Method in class de.jtem.riemann.schottky.SchottkyData
-
- getMuAtOrigin() - Method in class de.jtem.riemann.surface.hyperElliptic.HyperEllipticSurface
-
- getMusAt(Complex, ComplexVector) - Method in class de.jtem.riemann.surface.AbstractAlgebraicCurve
-
- getMusAt(Complex, ComplexVector) - Method in class de.jtem.riemann.surface.example.isothermic.Genus7Example
-
- getMusAt(Complex, ComplexVector) - Method in class de.jtem.riemann.surface.hyperElliptic.HyperEllipticCurve
-
- getMusAtOrigin() - Method in class de.jtem.riemann.surface.AbstractAlgebraicCurve
-
- getN() - Method in class de.jtem.riemann.schottky.SchottkyAnalysisFunction.ForIndexedProperty
-
- getN() - Method in class de.jtem.riemann.theta.TransformPropertySupport
-
Returns the integer vector N(z|B)
.
- getNb() - Method in class de.jtem.riemann.surface.homologie.SymmetricBasis
-
- getNeighbors() - Method in class de.jtem.riemann.schottky.SchottkyDomain
-
- getNl() - Method in class de.jtem.riemann.surface.homologie.SymmetricBasis
-
- getNr() - Method in class de.jtem.riemann.surface.homologie.SymmetricBasis
-
- getNumberOfEquations() - Method in class de.jtem.riemann.analyticContinuation.AnalyticContinuationODE
-
- getNumberOfFunctions() - Method in interface de.jtem.riemann.analyticContinuation.FunctionSetOnAlgebraicCurve
-
Returns number of functions.
- getNumberOfVariables() - Method in class de.jtem.riemann.surface.RamifiedCoveringVariation
-
- getNumElements() - Method in class de.jtem.riemann.schottky.Schottky
-
- getNumGenerators() - Method in class de.jtem.riemann.schottky.SchottkyData
-
- getNumOf_g_Edges() - Method in class de.jtem.riemann.surface.homologie.Transform
-
Get the value of numOf_g_Edges.
- getNumOf_h_Edges() - Method in class de.jtem.riemann.surface.homologie.Transform
-
Get the value of numOf_h_Edges.
- getNumOfBranchPoints() - Method in class de.jtem.riemann.surface.homologie.Transform
-
Get the value of numOfBranchPoints.
- getNumOfBranchPoints() - Method in class de.jtem.riemann.surface.RamifiedCovering
-
- getNumOfCells() - Method in class de.jtem.riemann.surface.homologie.Transform
-
Get the value of numOfCells.
- getNumOfCharacteristics() - Method in class de.jtem.riemann.theta.ThetaCharIterator
-
- getNumOfCharacteristics() - Method in class de.jtem.riemann.theta.ThetaWithChar
-
Returns number of characteristics.
- getNumOfCycles() - Method in class de.jtem.riemann.surface.homologie.Basis
-
Get the value of numOfCycles.
- getNumOfDistinguishedPoints() - Method in class de.jtem.riemann.surface.homologie.Transform
-
Get the value of numOfDistinguishedPoints.
- getNumOfDistinguishedPoints() - Method in class de.jtem.riemann.surface.RamifiedCovering
-
- getNumOfEdges() - Method in class de.jtem.riemann.surface.homologie.Transform
-
Get the value of numOfEdges.
- getNumOfElements() - Method in class de.jtem.riemann.schottky.SchottkyDomain
-
- getNumOfElementsOfCosetWithWordLength(int) - Method in class de.jtem.riemann.schottky.Schottky
-
Returns number of element of cosets G/G_n (G_n\G) with
given word length.
- getNumOfElementsWithWordLength(int) - Method in class de.jtem.riemann.schottky.Schottky
-
Returns number of element of schottky group G with
given word length.
- getNumOfEvenCharacteristics() - Method in class de.jtem.riemann.theta.ThetaCharIterator
-
- getNumOfEvenCharacteristics() - Method in class de.jtem.riemann.theta.ThetaWithChar
-
Returns number of even characteristics.
- getNumOfForms() - Method in class de.jtem.riemann.surface.AbstractAlgebraicCurveWithForms
-
- getNumOfForms() - Method in class de.jtem.riemann.surface.example.isothermic.Genus7Example
-
- getNumOfForms() - Method in class de.jtem.riemann.surface.hyperElliptic.HyperEllipticCurve
-
- getNumOfForms() - Method in class de.jtem.riemann.surface.hyperElliptic.HyperEllipticSurface
-
Get the value of numOfForms.
- getNumOfLatticePoints() - Method in class de.jtem.riemann.theta.LatticePointsInEllipsoid_old
-
Returns number of lattice points in specified ellipsoid.
- getNumOfLatticePoints() - Method in class de.jtem.riemann.theta.Theta
-
Returns number of lattice points which are used for the uniform approximation
of the oscillatory part of the Riemann theta function.
- getNumOfLatticePoints() - Method in class de.jtem.riemann.theta.ThetaDegree
-
Returns number of lattice points which are used for the uniform approximation
of the oscillatory part of the Riemann theta function.
- getNumOfOddCharacteristics() - Method in class de.jtem.riemann.theta.ThetaCharIterator
-
- getNumOfOddCharacteristics() - Method in class de.jtem.riemann.theta.ThetaWithChar
-
Returns number of odd characteristics.
- getNumOfParameters(ConstrainedComplex) - Method in class de.jtem.riemann.constrainedComplex.Constrain
-
- getNumOfParameters() - Method in class de.jtem.riemann.constrainedComplex.ConstrainedComplex
-
- getNumOfParameters(ConstrainedComplex) - Method in class de.jtem.riemann.constrainedComplex.Dependent
-
- getNumOfParameters(ConstrainedComplex) - Method in class de.jtem.riemann.constrainedComplex.Fix
-
- getNumOfParameters(ConstrainedComplex) - Method in class de.jtem.riemann.constrainedComplex.Imaginary
-
- getNumOfParameters(ConstrainedComplex) - Method in class de.jtem.riemann.constrainedComplex.Real
-
- getNumOfParameters(ConstrainedComplex) - Method in class de.jtem.riemann.constrainedComplex.ToupleConstrain
-
- getNumOfPaths() - Method in class de.jtem.riemann.surface.homologie.Transform
-
Get the value of numOfPaths.
- getNumOfPoints() - Method in class de.jtem.riemann.schottky.SchottkyDomain
-
- getNumOfSheets() - Method in class de.jtem.riemann.surface.AbstractAlgebraicCurve
-
- getNumOfSheets() - Method in class de.jtem.riemann.surface.example.isothermic.Genus7Example
-
- getNumOfSheets() - Method in class de.jtem.riemann.surface.homologie.Transform
-
Get the value of numOfSheets.
- getNumOfSheets() - Method in class de.jtem.riemann.surface.hyperElliptic.HyperEllipticCurve
-
- getNumOfSingularPoints() - Method in class de.jtem.riemann.surface.homologie.Transform
-
Get the value of numOfSingularPoints.
- getNumOfSingularPoints() - Method in class de.jtem.riemann.surface.RamifiedCovering
-
- getNumOfSteps() - Method in class de.jtem.riemann.surface.hyperElliptic.HyperEllipticSurface
-
Get the value of numOfSteps.
- getNumOfSurfacePoints() - Method in class de.jtem.riemann.surface.RamifiedCovering
-
- getOrigin() - Method in class de.jtem.riemann.surface.RamifiedCovering
-
- getOrigin() - Method in class de.jtem.riemann.util.RadialPathGenerator
-
- getOuterBoundary(Schottky, double, double) - Static method in class de.jtem.riemann.schottky.SchottkyDomain
-
- getOuterBoundary() - Method in class de.jtem.riemann.schottky.SchottkyDomain
-
- getP() - Method in class de.jtem.riemann.surface.example.isothermic.Genus7Example
-
- getParityOfSpinStructure() - Method in class de.jtem.riemann.theta.ThetaWithChar
-
- getPassedCutDebug() - Method in class de.jtem.riemann.surface.homologie.Transform
-
Get the value of debug.
- getPathsToPoints(ComplexValue[]) - Method in class de.jtem.riemann.util.RadialPathGenerator
-
- getPathToPoint(ComplexValue) - Method in class de.jtem.riemann.util.RadialPathGenerator
-
- getPeriodMatrix(double) - Method in class de.jtem.riemann.schottky.Schottky
-
Retunrs period matrix with prescribed accuracy.
- getPeriodMatrix() - Method in class de.jtem.riemann.schottky.Schottky
-
Retunrs period matrix with default accuracy.
- getPeriodMatrix(ComplexMatrix) - Method in class de.jtem.riemann.schottky.Schottky
-
Computes period matrix with default accuracy.
- getPeriodMatrix(ComplexMatrix, double) - Method in class de.jtem.riemann.schottky.Schottky
-
Computes period matrix with prescribed accuracy.
- getPeriodMatrix() - Method in class de.jtem.riemann.surface.AbstractAlgebraicCurveWithForms
-
- getPeriodMatrix() - Method in class de.jtem.riemann.surface.hyperElliptic.HyperEllipticSurface
-
- getPeriodMatrix() - Method in class de.jtem.riemann.theta.ModularPropertySupport
-
Returns period matrix which was transformed.
- getPeriodMatrix() - Method in class de.jtem.riemann.theta.SiegelReduction
-
Returns period matrix which was reduced.
- getPeriodMatrix() - Method in class de.jtem.riemann.theta.Theta
-
Returns period matrix on which the Riemann theta function operates.
- getPeriodMatrix() - Method in class de.jtem.riemann.theta.ThetaDegree
-
Returns period matrix on which the Riemann theta function operates.
- getPeriodMatrix() - Method in class de.jtem.riemann.theta.ThetaWithChar
-
Returns period matrix on which the Riemann theta function with characteristics operates.
- getPeriodMatrix() - Method in class de.jtem.riemann.theta.TransformPropertySupport
-
Returns period matrix.
- getPickedPoint() - Method in class de.jtem.riemann.surface.DragSurfacePointsTool
-
Get the value of pickedSurfacePoint.
- getPickedSurfacePoint() - Method in class de.jtem.riemann.surface.DragSurfacePointsTool
-
Get the value of pickedSurfacePoint.
- getPoints() - Method in class de.jtem.riemann.schottky.SchottkyDomain
-
- getPointsToAvoid() - Method in class de.jtem.riemann.surface.RamifiedCovering
-
- getProduct(Complex, Complex) - Method in class de.jtem.riemann.surface.hyperElliptic.HyperEllipticCurve
-
- getQ() - Method in class de.jtem.riemann.surface.example.isothermic.Genus7Example
-
- getQ1() - Method in class de.jtem.riemann.schottky.SchottkyAnalysis
-
- getQ2() - Method in class de.jtem.riemann.schottky.HyperElliptic
-
- getQ2() - Method in class de.jtem.riemann.schottky.SchottkyAnalysis
-
- getR() - Method in class de.jtem.riemann.surface.example.isothermic.Genus7Example
-
- getR() - Method in class de.jtem.riemann.theta.ModularPropertySupport
-
Returns the linear component of the transformation factor.
- getRadius() - Method in class de.jtem.riemann.schottky.SchottkyData
-
- getRadius(int) - Method in class de.jtem.riemann.schottky.SchottkyData
-
- getRadius() - Method in class de.jtem.riemann.theta.LatticePointsInEllipsoid_old
-
Returns radius of ellipsoid.
- getRadius() - Method in class de.jtem.riemann.theta.Theta
-
Returns radius of ellipsoid which is used to determine the lattice
points which are used for the uniform approximation
of the oscillatory part of the Riemann theta function.
- getRadius() - Method in class de.jtem.riemann.theta.ThetaDegree
-
Returns radius of ellipsoid which is used to determine the lattice
points which are used for the uniform approximation
of the oscillatory part of the Riemann theta function.
- getRank(IntegerMatrix) - Static method in class de.jtem.riemann.surface.homologie.SymmetricBasis
-
- getRaster(Schottky, int, int, double, double) - Static method in class de.jtem.riemann.schottky.SchottkyDomainSampler
-
- getRaster(Schottky, int, int, double[]) - Static method in class de.jtem.riemann.schottky.SchottkyDomainSampler
-
- getRe() - Method in class de.jtem.riemann.constrainedComplex.ConstrainedComplex
-
- getRealLocus() - Method in class de.jtem.riemann.surface.homologie.SymmetricBasis
-
- getRealLocus(CanonicalBasis, int, int, int, IntegerVector) - Static method in class de.jtem.riemann.surface.homologie.SymmetricBasis
-
- getReducedPeriodMatrix() - Method in class de.jtem.riemann.theta.SiegelReduction
-
Returns the reduced period matrix σ(B)
.
- getS() - Method in class de.jtem.riemann.theta.ModularPropertySupport
-
Returns the constant component of the argument transformation.
- getSchottky() - Method in class de.jtem.riemann.schottky.SchottkyAnalysisFunction
-
returns instance which is to be analysed.
- getSchottky() - Method in class de.jtem.riemann.schottky.SchottkyDomain
-
Get the value of schottky.
- getShortestLatticeVector() - Method in class de.jtem.riemann.theta.Theta
-
Returns shortest lattice vector of possibly Siegel reduced period matrix.
- getSingularMatrix() - Method in class de.jtem.riemann.surface.AbstractAlgebraicCurve
-
- getSingularMatrix() - Method in class de.jtem.riemann.surface.hyperElliptic.HyperEllipticSurface
-
- getSingularPoint(int) - Method in class de.jtem.riemann.surface.RamifiedCovering
-
- getSingularPointLoop() - Method in class de.jtem.riemann.surface.AbstractAlgebraicCurve
-
- getSingularPointLoop() - Method in class de.jtem.riemann.surface.hyperElliptic.HyperEllipticSurface
-
- getSingularPoints() - Method in class de.jtem.riemann.surface.RamifiedCovering
-
- getState() - Method in class de.jtem.riemann.surface.homologie.Transform
-
- getState(TransformState) - Method in class de.jtem.riemann.surface.homologie.Transform
-
- getState() - Method in class de.jtem.riemann.surface.RamifiedCovering
-
- getState(RamifiedCoveringState) - Method in class de.jtem.riemann.surface.RamifiedCovering
-
- getStatusOfEdges() - Method in class de.jtem.riemann.surface.homologie.Basis
-
Get the value of statusOfEdges.
- getSurface() - Method in class de.jtem.riemann.surface.RamifiedCoveringShape
-
Get the value of surface.
- getSurface() - Method in class de.jtem.riemann.surface.SurfacePoint
-
- getSurfacePointIntegralsUptodate() - Method in class de.jtem.riemann.surface.hyperElliptic.HyperEllipticSurface
-
- getSurfacePoints() - Method in class de.jtem.riemann.surface.RamifiedCovering
-
- getSurfacePoints(Complex[]) - Static method in class de.jtem.riemann.surface.SurfacePoint
-
- getSurfacePointWithCoords(SurfacePoint[], Complex, double) - Static method in class de.jtem.riemann.surface.SurfacePoint
-
- getSymmetrizePeriodMatrix() - Method in class de.jtem.riemann.surface.AbstractAlgebraicCurveWithForms
-
- getSymmetrizePeriodMatrix() - Method in class de.jtem.riemann.surface.hyperElliptic.HyperEllipticSurface
-
- getT() - Method in class de.jtem.riemann.surface.homologie.Transform
-
Get the value of T.
- getTau0() - Method in class de.jtem.riemann.surface.homologie.SymmetricBasis
-
- getTestAcc() - Method in class de.jtem.riemann.schottky.SchottkyAnalysisFunction.ForIndexedProperty
-
- getTestAcc() - Method in class de.jtem.riemann.schottky.SchottkyAnalysisFunction.ForProperty
-
- getTheta1() - Method in class de.jtem.riemann.schottky.SchottkyAnalysis
-
- getTol() - Method in class de.jtem.riemann.theta.ThetaDegree
-
Returns the error tolerance for the oscillatory part of the theta function.
- getTools() - Method in class de.jtem.riemann.surface.RamifiedCoveringShape
-
- getTransform() - Method in class de.jtem.riemann.surface.AbstractAlgebraicCurve
-
- getTransform() - Method in class de.jtem.riemann.surface.hyperElliptic.HyperEllipticSurface
-
- getTransform() - Method in class de.jtem.riemann.surface.RamifiedCovering
-
- getTransformedPeriodMatrix() - Method in class de.jtem.riemann.theta.ModularPropertySupport
-
Returns transformed period matrix.
- getTransformedZ() - Method in class de.jtem.riemann.theta.ModularPropertySupport
-
Returns the transformed argument vector.
- getTransformedZ() - Method in class de.jtem.riemann.theta.TransformPropertySupport
-
Returns the transformed argument vector.
- getTriangulator() - Method in class de.jtem.riemann.schottky.SchottkyDomain
-
- getUniformizationData() - Method in class de.jtem.riemann.schottky.SchottkyData
-
- getUniformizationData(double[], int) - Method in class de.jtem.riemann.schottky.SchottkyData
-
- getUptodate() - Method in class de.jtem.riemann.surface.RamifiedCovering
-
- getUseFancyError() - Method in class de.jtem.riemann.schottky.SchottkyAnalysis
-
- getUseFillFactorError() - Method in class de.jtem.riemann.theta.Theta
-
Returns whether the heuristic of the fill factor error is used or not.
- getUseFillFactorError() - Method in class de.jtem.riemann.theta.ThetaDegree
-
Returns whether the heuristic of the fill factor error is used or not.
- getUseFillFactorError() - Method in class de.jtem.riemann.theta.ThetaWithChar
-
Returns whether the heuristic of the fill factor error is used or not.
- getV(ComplexVector, double) - Method in class de.jtem.riemann.schottky.Schottky
-
- getV(ComplexVector) - Method in class de.jtem.riemann.schottky.Schottky
-
- getV(double) - Method in class de.jtem.riemann.schottky.Schottky
-
- getV() - Method in class de.jtem.riemann.schottky.Schottky
-
- getV(int, ComplexVector, double) - Method in class de.jtem.riemann.schottky.Schottky
-
- getV(int, double) - Method in class de.jtem.riemann.schottky.Schottky
-
- getV(int) - Method in class de.jtem.riemann.schottky.Schottky
-
- getValue(double[], int, ConstrainedComplex) - Method in class de.jtem.riemann.constrainedComplex.Constrain
-
- getValue(double[], int) - Method in class de.jtem.riemann.constrainedComplex.ConstrainedComplex
-
- getValue(double[], int, ConstrainedComplex) - Method in class de.jtem.riemann.constrainedComplex.Dependent
-
- getValue(double[], int, ConstrainedComplex) - Method in class de.jtem.riemann.constrainedComplex.Fix
-
- getValue(double[], int, ConstrainedComplex) - Method in class de.jtem.riemann.constrainedComplex.Imaginary
-
- getValue(double[], int, ConstrainedComplex) - Method in class de.jtem.riemann.constrainedComplex.Real
-
- getValue(double[], int, ConstrainedComplex) - Method in class de.jtem.riemann.constrainedComplex.ToupleConstrain
-
- getValue(double[]) - Method in class de.jtem.riemann.schottky.SchottkyData
-
- getValue(double[]) - Method in class de.jtem.riemann.surface.RamifiedCoveringVariation
-
- getXDist() - Method in class de.jtem.riemann.schottky.SchottkyDomain
-
Get the value of xDist.
- getXMax() - Method in class de.jtem.riemann.schottky.SchottkyDomain
-
Get the value of xMax.
- getXMin() - Method in class de.jtem.riemann.schottky.SchottkyDomain
-
Get the value of xMin.
- getYDist() - Method in class de.jtem.riemann.schottky.SchottkyDomain
-
Get the value of yDist.
- getYMax() - Method in class de.jtem.riemann.schottky.SchottkyDomain
-
Get the value of yMax.
- getYMin() - Method in class de.jtem.riemann.schottky.SchottkyDomain
-
Get the value of yMin.
- getZ() - Method in class de.jtem.riemann.theta.ModularPropertySupport
-
Returns the argument vector which was transform.
- getZ() - Method in class de.jtem.riemann.theta.TransformPropertySupport
-
Returns the argument vector which was transformed.
- lastLambda - Variable in class de.jtem.riemann.surface.hyperElliptic.HyperEllipticSurface
-
- lastMu - Variable in class de.jtem.riemann.surface.hyperElliptic.HyperEllipticSurface
-
- LatticePointsForUniformApproximation - Class in de.jtem.riemann.theta
-
Determines all lattice points inside the union of all ellipsoids of a certain shape
and radius but with different centers, which all lie in a prescribed g-dimensional interval.
- LatticePointsForUniformApproximation(RealMatrix) - Constructor for class de.jtem.riemann.theta.LatticePointsForUniformApproximation
-
Creates object that delivers the lattice points inside ellipsoid
given by the matrix B
.
- LatticePointsForUniformApproximation(RealMatrix, double) - Constructor for class de.jtem.riemann.theta.LatticePointsForUniformApproximation
-
Creates object that delivers the lattice points inside ellipsoid
given by the matrix B
.
- LatticePointsForUniformApproximation(RealMatrix, RealVector, double) - Constructor for class de.jtem.riemann.theta.LatticePointsForUniformApproximation
-
Creates object that delivers the lattice points inside ellipsoid
given by the matrix B
.
- LatticePointsForUniformApproximation(RealMatrix, RealVector, double, double) - Constructor for class de.jtem.riemann.theta.LatticePointsForUniformApproximation
-
Creates object that delivers the lattice points inside ellipsoid
given by the matrix B
.
- LatticePointsForUniformApproximation(RealMatrix, RealVector, RealVector, double) - Constructor for class de.jtem.riemann.theta.LatticePointsForUniformApproximation
-
Creates object that delivers the lattice points inside ellipsoid
given by the matrix B
.
- LatticePointsInEllipsoid - Class in de.jtem.riemann.theta
-
Determines all lattice points inside the union of all ellipsoids of a certain shape
and radius but with different centers, which all lie in a prescribed g-dimensional interval.
- LatticePointsInEllipsoid(RealMatrix) - Constructor for class de.jtem.riemann.theta.LatticePointsInEllipsoid
-
Creates object that delivers the lattice points inside ellipsoid
given by the matrix B
.
- LatticePointsInEllipsoid(RealMatrix, double) - Constructor for class de.jtem.riemann.theta.LatticePointsInEllipsoid
-
Creates object that delivers the lattice points inside ellipsoid
given by the matrix B
.
- LatticePointsInEllipsoid(RealMatrix, RealVector, double) - Constructor for class de.jtem.riemann.theta.LatticePointsInEllipsoid
-
Creates object that delivers the lattice points inside ellipsoid
given by the matrix B
.
- LatticePointsInEllipsoid_old - Class in de.jtem.riemann.theta
-
Determines all lattice points inside a specified ellipsoid.
- LatticePointsInEllipsoid_old(RealMatrix) - Constructor for class de.jtem.riemann.theta.LatticePointsInEllipsoid_old
-
Creates object that delivers the lattice points inside ellipsoid
given by the matrix B
.
- LatticePointsInEllipsoid_old(RealMatrix, double) - Constructor for class de.jtem.riemann.theta.LatticePointsInEllipsoid_old
-
Creates object that delivers the lattice points inside ellipsoid
given by the matrix B
.
- LatticePointsInEllipsoid_old(RealMatrix, RealVector, double) - Constructor for class de.jtem.riemann.theta.LatticePointsInEllipsoid_old
-
Creates object that delivers the lattice points inside ellipsoid
given by the matrix B
.
- LatticePointsInEllipsoidIterator - Class in de.jtem.riemann.theta
-
Iterates thru all lattice points inside an ellipsoids.
- LatticePointsInEllipsoidIterator(RealMatrix) - Constructor for class de.jtem.riemann.theta.LatticePointsInEllipsoidIterator
-
Creates object that delivers the lattice points inside ellipsoid
given by the matrix B
.
- LatticePointsInEllipsoidIterator(RealMatrix, double) - Constructor for class de.jtem.riemann.theta.LatticePointsInEllipsoidIterator
-
Creates object that delivers the lattice points inside ellipsoid
given by the matrix B
.
- LatticePointsInEllipsoidIterator(RealMatrix, RealVector, double) - Constructor for class de.jtem.riemann.theta.LatticePointsInEllipsoidIterator
-
Creates object that delivers the lattice points inside ellipsoid
given by the matrix B
.
- Line - Class in de.jtem.riemann.util
-
- Line() - Constructor for class de.jtem.riemann.util.Line
-
- Line(ComplexValue, ComplexValue) - Constructor for class de.jtem.riemann.util.Line
-
- LineSeg - Class in de.jtem.riemann.util
-
- LineSeg() - Constructor for class de.jtem.riemann.util.LineSeg
-
- LineSeg(ComplexValue, ComplexValue) - Constructor for class de.jtem.riemann.util.LineSeg
-
- Schottky - Class in de.jtem.riemann.schottky
-
- Schottky() - Constructor for class de.jtem.riemann.schottky.Schottky
-
- Schottky(int) - Constructor for class de.jtem.riemann.schottky.Schottky
-
- Schottky(SchottkyData) - Constructor for class de.jtem.riemann.schottky.Schottky
-
- Schottky(SchottkyData, double) - Constructor for class de.jtem.riemann.schottky.Schottky
-
- Schottky(double[]) - Constructor for class de.jtem.riemann.schottky.Schottky
-
- Schottky(double[], double) - Constructor for class de.jtem.riemann.schottky.Schottky
-
- SchottkyAnalysis - Class in de.jtem.riemann.schottky
-
- SchottkyAnalysis() - Constructor for class de.jtem.riemann.schottky.SchottkyAnalysis
-
- SchottkyAnalysis(int) - Constructor for class de.jtem.riemann.schottky.SchottkyAnalysis
-
- SchottkyAnalysis(double[]) - Constructor for class de.jtem.riemann.schottky.SchottkyAnalysis
-
- SchottkyAnalysis(double[], double) - Constructor for class de.jtem.riemann.schottky.SchottkyAnalysis
-
- SchottkyAnalysisFunction - Class in de.jtem.riemann.schottky
-
- SchottkyAnalysisFunction.ForIndexedProperty - Class in de.jtem.riemann.schottky
-
- SchottkyAnalysisFunction.ForProperty - Class in de.jtem.riemann.schottky
-
- SchottkyData - Class in de.jtem.riemann.schottky
-
- SchottkyData() - Constructor for class de.jtem.riemann.schottky.SchottkyData
-
- SchottkyData(int) - Constructor for class de.jtem.riemann.schottky.SchottkyData
-
- SchottkyData(double[]) - Constructor for class de.jtem.riemann.schottky.SchottkyData
-
- SchottkyDomain - Class in de.jtem.riemann.schottky
-
- SchottkyDomain() - Constructor for class de.jtem.riemann.schottky.SchottkyDomain
-
- SchottkyDomain(Schottky) - Constructor for class de.jtem.riemann.schottky.SchottkyDomain
-
- SchottkyDomainSampler - Class in de.jtem.riemann.schottky
-
- SchottkyDomainSampler() - Constructor for class de.jtem.riemann.schottky.SchottkyDomainSampler
-
- serialVersionUID - Static variable in class de.jtem.riemann.schottky.SchottkyAnalysisFunction
-
- set(Complex[], Complex[], Complex[]) - Method in class de.jtem.riemann.schottky.SchottkyData
-
- set(Moebius[]) - Method in class de.jtem.riemann.schottky.SchottkyData
-
- set(RamifiedCovering) - Method in class de.jtem.riemann.surface.RamifiedCoveringShape
-
- set(Complex, Complex) - Method in class de.jtem.riemann.util.Line
-
- set(ComplexValue, ComplexValue) - Method in class de.jtem.riemann.util.Line
-
- setA(int, Complex) - Method in class de.jtem.riemann.schottky.HyperElliptic
-
- setA(int, Complex) - Method in class de.jtem.riemann.schottky.SchottkyData
-
- setAccuracy(double) - Method in class de.jtem.riemann.schottky.Schottky
-
- setAccuracy(double) - Method in class de.jtem.riemann.theta.Theta
-
Sets the accuracy for the oscillatory part of the theta function.
- setAlpha(int, int) - Method in class de.jtem.riemann.theta.ThetaWithChar
-
Sets the ith
-component of
the alpha
charateristic with value
.
- setAlpha(IntegerVector) - Method in class de.jtem.riemann.theta.ThetaWithChar
-
Sets the alpha
charateristic to alpha
.
- setB(int, Complex) - Method in class de.jtem.riemann.schottky.HyperElliptic
-
- setB(int, Complex) - Method in class de.jtem.riemann.schottky.SchottkyData
-
- setB(RealMatrix) - Method in class de.jtem.riemann.theta.LatticePointsInEllipsoid_old
-
Sets matrix specifiying the ellipsoid.
- setB(RealMatrix) - Method in class de.jtem.riemann.theta.LatticePointsInEllipsoidIterator
-
Sets matrix specifiying the ellipsoid.
- setBeta(int, int) - Method in class de.jtem.riemann.theta.ThetaWithChar
-
Sets the ith
-component of
the beta
charateristic with value
.
- setBeta(IntegerVector) - Method in class de.jtem.riemann.theta.ThetaWithChar
-
Sets the beta
charateristic to beta
.
- setByParameter(double[], int, ConstrainedComplex) - Method in class de.jtem.riemann.constrainedComplex.Constrain
-
- setByParameter(double[], int) - Method in class de.jtem.riemann.constrainedComplex.ConstrainedComplex
-
- setByParameter(double[], int, ConstrainedComplex) - Method in class de.jtem.riemann.constrainedComplex.Dependent
-
- setByParameter(double[], int, ConstrainedComplex) - Method in class de.jtem.riemann.constrainedComplex.Fix
-
- setByParameter(double[], int, ConstrainedComplex) - Method in class de.jtem.riemann.constrainedComplex.Imaginary
-
- setByParameter(double[], int, ConstrainedComplex) - Method in class de.jtem.riemann.constrainedComplex.Real
-
- setByParameter(double[], int, ConstrainedComplex) - Method in class de.jtem.riemann.constrainedComplex.ToupleConstrain
-
- setByParameter(double[]) - Method in class de.jtem.riemann.surface.RamifiedCoveringVariation
-
- setC(double) - Method in class de.jtem.riemann.schottky.Schottky
-
- setCenter(RealVector) - Method in class de.jtem.riemann.theta.LatticePointsInEllipsoid_old
-
Sets center of ellipsoid to c
.
- setCircleDiscr(int) - Method in class de.jtem.riemann.schottky.SchottkyDomain
-
Set the value of circleDiscr.
- setConstrain(Constrain) - Method in class de.jtem.riemann.constrainedComplex.ConstrainedComplex
-
- setCoords(Complex) - Method in class de.jtem.riemann.constrainedComplex.ConstrainedComplex
-
- setDebug(boolean) - Method in class de.jtem.riemann.surface.homologie.Transform
-
Set the value of debug.
- setDependend(SurfacePoint) - Static method in class de.jtem.riemann.constrainedComplex.ConstrainFactory
-
- setDeviation(double) - Method in class de.jtem.riemann.theta.LatticePointsForUniformApproximation
-
Sets deviation range of center of ellipsoid to c
.
- setDeviation(RealVector) - Method in class de.jtem.riemann.theta.LatticePointsForUniformApproximation
-
Sets deviation range of center of ellipsoid to c
.
- setDiscretizer(ComplexMatrix) - Method in class de.jtem.riemann.surface.hyperElliptic.HyperEllipticSurface
-
Set the value of discretizer.
- setDoubleArrayParameter(double[], int) - Method in class de.jtem.riemann.schottky.SchottkyData
-
- setDoubleArrayParameter(double[], int) - Method in class de.jtem.riemann.surface.RamifiedCoveringVariation
-
- setEnablePropertyChange(boolean) - Method in class de.jtem.riemann.surface.RamifiedCovering
-
- setEps(double) - Method in class de.jtem.riemann.surface.AbstractAlgebraicCurveWithForms
-
- setFactor(double) - Method in class de.jtem.riemann.surface.RamifiedCoveringVariation
-
- setFix(SurfacePoint) - Static method in class de.jtem.riemann.constrainedComplex.ConstrainFactory
-
- setImaginary(SurfacePoint) - Static method in class de.jtem.riemann.constrainedComplex.ConstrainFactory
-
- setImaginarySymmetry(SurfacePoint, SurfacePoint) - Static method in class de.jtem.riemann.constrainedComplex.ConstrainFactory
-
- setIntegral(ComplexVector) - Method in class de.jtem.riemann.surface.hyperElliptic.HyperEllipticSurface
-
Set the value of integral.
- setL(int) - Method in class de.jtem.riemann.schottky.Schottky
-
- setMaxArea(double) - Method in class de.jtem.riemann.schottky.SchottkyDomain
-
Set the value of maxArea.
- setMinAngle(double) - Method in class de.jtem.riemann.schottky.SchottkyDomain
-
Set the value of minAngle.
- setModularTransformation(ModularTransformation) - Method in class de.jtem.riemann.theta.ModularPropertySupport
-
Sets the element of the modular group that determines the transformation.
- setMu(int, Complex) - Method in class de.jtem.riemann.schottky.SchottkyData
-
- setN(int) - Method in class de.jtem.riemann.schottky.SchottkyAnalysisFunction.ForIndexedProperty
-
- setNewCoords(Complex) - Method in class de.jtem.riemann.constrainedComplex.ConstrainedComplex
-
- setNewCoords(Complex) - Method in class de.jtem.riemann.surface.SurfacePoint
-
- setNumOfSteps(int) - Method in class de.jtem.riemann.surface.hyperElliptic.HyperEllipticSurface
-
Set the value of numOfSteps.
- setObject(Object) - Method in class de.jtem.riemann.surface.hyperElliptic.HyperEllipticCurveCustomizer
-
- setObject(Object) - Method in class de.jtem.riemann.surface.hyperElliptic.HyperEllipticSurfaceCustomizer
-
- setObject(Object) - Method in class de.jtem.riemann.surface.RamifiedCoveringCustomizer
-
- setPassedCutDebug(boolean) - Method in class de.jtem.riemann.surface.homologie.Transform
-
Set the value of debug.
- setPeriodMatrix(ComplexMatrix) - Method in class de.jtem.riemann.theta.ModularPropertySupport
-
Sets the period matrix which will be transformed.
- setPeriodMatrix(ComplexMatrix) - Method in class de.jtem.riemann.theta.SiegelReduction
-
Sets period matrix which will be reduces.
- setPeriodMatrix(ComplexMatrix) - Method in class de.jtem.riemann.theta.Theta
-
Sets periodMatrix on which the Riemann theta function operates.
- setPeriodMatrix(ComplexMatrix) - Method in class de.jtem.riemann.theta.ThetaDegree
-
Sets periodMatrix on which the Riemann theta function operates.
- setPeriodMatrix(ComplexMatrix) - Method in class de.jtem.riemann.theta.ThetaWithChar
-
Sets periodMatrix on which the Riemann theta function with characteristics operates.
- setPeriodMatrix(ComplexMatrix) - Method in class de.jtem.riemann.theta.TransformPropertySupport
-
Sets the period matrix.
- setPickedPoint(Point) - Method in class de.jtem.riemann.surface.DragSurfacePointsTool
-
Set the value of pickedPoint.
- setPickedSurfacePoint(SurfacePoint) - Method in class de.jtem.riemann.surface.DragSurfacePointsTool
-
Set the value of pickedSurfacePoint.
- setPointSymmetry(SurfacePoint, SurfacePoint) - Static method in class de.jtem.riemann.constrainedComplex.ConstrainFactory
-
- setProjectedCoords(Complex) - Method in class de.jtem.riemann.constrainedComplex.ConstrainedComplex
-
- setRadius(double) - Method in class de.jtem.riemann.theta.LatticePointsInEllipsoid_old
-
Sets radius of ellipsoid.
- setReal(SurfacePoint) - Static method in class de.jtem.riemann.constrainedComplex.ConstrainFactory
-
- setRealSymmetry(SurfacePoint, SurfacePoint) - Static method in class de.jtem.riemann.constrainedComplex.ConstrainFactory
-
- setSchottky(Schottky) - Method in class de.jtem.riemann.schottky.SchottkyDomain
-
Set the value of schottky.
- setSiegelReductionPerformed(boolean) - Method in class de.jtem.riemann.theta.Theta
-
Switches between pointwise and uniform approximation.
- setState(TransformState) - Method in class de.jtem.riemann.surface.homologie.Transform
-
- setState(RamifiedCoveringState) - Method in class de.jtem.riemann.surface.RamifiedCovering
-
- setSubDegree(IntegerVector) - Method in class de.jtem.riemann.theta.ThetaDegree
-
Sets the subdegree.
- setSurface(RamifiedCovering) - Method in class de.jtem.riemann.surface.RamifiedCoveringShape
-
Set the value of surface.
- setSurface(RamifiedCovering) - Method in class de.jtem.riemann.surface.SurfacePoint
-
- setSymmetrizePeriodMatrix(boolean) - Method in class de.jtem.riemann.surface.AbstractAlgebraicCurveWithForms
-
- setSymmetrizePeriodMatrix(boolean) - Method in class de.jtem.riemann.surface.hyperElliptic.HyperEllipticSurface
-
- setTestAcc(double) - Method in class de.jtem.riemann.schottky.SchottkyAnalysisFunction.ForIndexedProperty
-
- setTestAcc(double) - Method in class de.jtem.riemann.schottky.SchottkyAnalysisFunction.ForProperty
-
- setTol(double) - Method in class de.jtem.riemann.theta.ThetaDegree
-
Sets the error tolerance for the oscillatory part of the theta function.
- setTroublePoints(ComplexValue[]) - Method in class de.jtem.riemann.util.RadialPathGenerator
-
- setUniformApproximation(boolean) - Method in class de.jtem.riemann.theta.Theta
-
Switches between pointwise and uniform approximation.
- setUniformizationData(double[]) - Method in class de.jtem.riemann.schottky.SchottkyData
-
- setUnitCircleSymmetry(SurfacePoint, SurfacePoint) - Static method in class de.jtem.riemann.constrainedComplex.ConstrainFactory
-
- setUptodate(boolean) - Method in class de.jtem.riemann.surface.RamifiedCovering
-
- setUseFancyError(boolean) - Method in class de.jtem.riemann.schottky.SchottkyAnalysis
-
- setUseFillFactorError(boolean) - Method in class de.jtem.riemann.theta.Theta
-
Switches the heuristic fill factor error on or off.
- setUseFillFactorError(boolean) - Method in class de.jtem.riemann.theta.ThetaDegree
-
Switches the heuristic fill factor error on or off.
- setUseFillFactorError(boolean) - Method in class de.jtem.riemann.theta.ThetaWithChar
-
Switches the heuristic fill factor error on or off.
- setXDist(double) - Method in class de.jtem.riemann.schottky.SchottkyDomain
-
Set the value of xDist.
- setYDist(double) - Method in class de.jtem.riemann.schottky.SchottkyDomain
-
Set the value of yDist.
- setZ(ComplexVector) - Method in class de.jtem.riemann.theta.ModularPropertySupport
-
Sets the argument vector which will be transformed.
- setZ(ComplexVector) - Method in class de.jtem.riemann.theta.TransformPropertySupport
-
Sets the argument vector which will be transformed.
- sheetNumber - Variable in class de.jtem.riemann.surface.DistinguishedPoint
-
- SiegelReduction - Class in de.jtem.riemann.theta
-
Provides Siegel`s reduction algorithm.
- SiegelReduction(ComplexMatrix) - Constructor for class de.jtem.riemann.theta.SiegelReduction
-
Creates instance with presribed period matrix and
performs Siegel's reduction algorithm.
- sigma(Complex, Complex, Complex, double) - Method in class de.jtem.riemann.schottky.Schottky
-
- sigma(Complex, Complex, Complex) - Method in class de.jtem.riemann.schottky.Schottky
-
sigma.
- sigma(Complex, Complex, Complex, int, double) - Method in class de.jtem.riemann.schottky.Schottky
-
sigma with power of k.
- sigma(Complex, Complex, Complex, int) - Method in class de.jtem.riemann.schottky.Schottky
-
sigma.
- SigmaAnalysisFunctionFactory - Class in de.jtem.riemann.schottky
-
- SigmaAnalysisFunctionFactory() - Constructor for class de.jtem.riemann.schottky.SigmaAnalysisFunctionFactory
-
- simple - Variable in class de.jtem.riemann.surface.AbstractAlgebraicCurveShape
-
- simple - Variable in class de.jtem.riemann.surface.hyperElliptic.HyperEllipticSurfaceShape
-
- SingleConstrain - Class in de.jtem.riemann.constrainedComplex
-
- SingleConstrain() - Constructor for class de.jtem.riemann.constrainedComplex.SingleConstrain
-
- singularPoint - Variable in class de.jtem.riemann.surface.RamifiedCovering
-
- SingularPoint - Class in de.jtem.riemann.surface
-
- SingularPoint(RamifiedCovering, double, double) - Constructor for class de.jtem.riemann.surface.SingularPoint
-
- SingularPoint(double, double) - Constructor for class de.jtem.riemann.surface.SingularPoint
-
- SingularPoint(Complex) - Constructor for class de.jtem.riemann.surface.SingularPoint
-
- singularPointPassedCutOfBranchPointClockWise(int, int) - Method in class de.jtem.riemann.surface.homologie.Transform
-
- singularPointPassedCutOfBranchPointCounterClockWise(int, int) - Method in class de.jtem.riemann.surface.homologie.Transform
-
- singularPointPassedCutOfDistinguishedPointClockWise(int, int) - Method in class de.jtem.riemann.surface.homologie.Transform
-
- singularPointPassedCutOfDistinguishedPointCounterClockWise(int, int) - Method in class de.jtem.riemann.surface.homologie.Transform
-
- singularPointPassedCutOfSingularPointClockWise(int, int) - Method in class de.jtem.riemann.surface.homologie.Transform
-
- singularPointPassedCutOfSingularPointCounterClockWise(int, int) - Method in class de.jtem.riemann.surface.homologie.Transform
-
- startCharIteration() - Method in class de.jtem.riemann.theta.ThetaCharIterator
-
- startContinuation(Complex, Complex) - Method in class de.jtem.riemann.analyticContinuation.AnalyticContinuation
-
- startEvenCharIteration() - Method in class de.jtem.riemann.theta.ThetaCharIterator
-
- startIntegration(Complex, Complex) - Method in class de.jtem.riemann.surface.AbstractAlgebraicCurveWithForms
-
- startIteration() - Method in class de.jtem.riemann.theta.LatticePointsInEllipsoidIterator
-
Starts iteration thru all lattice points enclosed by the ellipsoid
prescribed by the shape induced by the matrix B, the
radius r, and center C.
- startIteration(double, RealVector) - Method in class de.jtem.riemann.theta.LatticePointsInEllipsoidIterator
-
Starts iteration thru all lattice points enclosed by the ellipsoid
prescribed by the shape induced by the matrix B and the
radius r, center C.
- startOddCharIteration() - Method in class de.jtem.riemann.theta.ThetaCharIterator
-
- surface - Variable in class de.jtem.riemann.surface.RamifiedCoveringShape
-
- surfacePoint - Variable in class de.jtem.riemann.surface.RamifiedCovering
-
- SurfacePoint - Class in de.jtem.riemann.surface
-
- SymmetricBasis - Class in de.jtem.riemann.surface.homologie
-
All members of this class are defined during instantiation and stay unchanged afterwards:
H
tau0
realLocus
nl
nr
nb
During instantiation the following variables from the class CanonicalBasis are recalculated:
initialACycles
initialBCycles
- SymmetricBasis(SymmetricBasis) - Constructor for class de.jtem.riemann.surface.homologie.SymmetricBasis
-
- SymmetricBasis(IntegerMatrix, IntegerMatrix, IntegerVector, int, int, int, IntegerVector) - Constructor for class de.jtem.riemann.surface.homologie.SymmetricBasis
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- symmetrizePeriodMatrix(ComplexMatrix) - Static method in class de.jtem.riemann.surface.AbstractAlgebraicCurveWithForms
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- symmetrizePeriodMatrix(ComplexMatrix) - Static method in class de.jtem.riemann.surface.hyperElliptic.HyperEllipticSurface
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- test() - Method in class de.jtem.riemann.surface.RamifiedCoveringVariation
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- testPeriodicity(ComplexVector, boolean) - Method in class de.jtem.riemann.theta.AbelianFunction
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Performs periodicity test.
- theta(int) - Method in class de.jtem.riemann.schottky.Schottky
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Computes theta for given word lengths.
- Theta - Class in de.jtem.riemann.theta
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Riemann theta function
- Theta(ComplexMatrix) - Constructor for class de.jtem.riemann.theta.Theta
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Creates a Riemann theta function with prescribed periodMatrix
.
- Theta(ComplexMatrix, double) - Constructor for class de.jtem.riemann.theta.Theta
-
Creates a Riemann theta function with prescribed periodMatrix
and error tolerance tol
.
- Theta(ComplexMatrix, double, boolean) - Constructor for class de.jtem.riemann.theta.Theta
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Creates a Riemann theta function with prescribed periodMatrix
and error tolerance tol
.
- Theta(ComplexMatrix, double, boolean, boolean) - Constructor for class de.jtem.riemann.theta.Theta
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Creates a Riemann theta function
with prescribed periodMatrix
and error tolerance tol
.
- Theta(ComplexMatrix, double, boolean, boolean, boolean) - Constructor for class de.jtem.riemann.theta.Theta
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Creates a Riemann theta function
with prescribed periodMatrix
and error tolerance tol
.
- theta(ComplexVector, Complex, Complex) - Method in class de.jtem.riemann.theta.Theta
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Evaluates the Riemann theta function at Z
.
- theta(ComplexVector, Complex, Complex) - Method in class de.jtem.riemann.theta.ThetaDegree
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Evaluates the Riemann theta function at Z
.
- theta(ComplexVector, Complex, Complex) - Method in class de.jtem.riemann.theta.ThetaWithChar
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Evaluates the Riemann theta function with characteristics at Z
.
- theta1() - Method in class de.jtem.riemann.schottky.Schottky
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retunrs maximum of theta( sigma ) with word length 1.
- theta2() - Method in class de.jtem.riemann.schottky.Schottky
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retunrs maximum of theta( sigma ) with word length 1.
- ThetaCharIterator - Class in de.jtem.riemann.theta
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Iterates theta characteristics.
- ThetaCharIterator(ThetaWithChar) - Constructor for class de.jtem.riemann.theta.ThetaCharIterator
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- ThetaDegree - Class in de.jtem.riemann.theta
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Riemann theta function with degree
- ThetaDegree(ComplexMatrix, int, IntegerVector) - Constructor for class de.jtem.riemann.theta.ThetaDegree
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Creates a Riemann theta function of degree degree
and subdegree
subDegree
with prescribed periodMatrix
.
- ThetaDegree(ComplexMatrix, double, int, IntegerVector) - Constructor for class de.jtem.riemann.theta.ThetaDegree
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Creates a Riemann theta function of degree degree
and subdegree
subDegree
with prescribed periodMatrix
and
error tolerance tol
, the fill factor error
is used.
- ThetaWithChar - Class in de.jtem.riemann.theta
-
Riemann theta function with characteristics.
- ThetaWithChar(ComplexMatrix) - Constructor for class de.jtem.riemann.theta.ThetaWithChar
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Creates a Riemann theta function with characteristics zero
and with prescribed periodMatrix
.
- ThetaWithChar(ComplexMatrix, double) - Constructor for class de.jtem.riemann.theta.ThetaWithChar
-
Creates a Riemann theta function with characteristics zero
and with prescribed periodMatrix
and error tolerance tol
.
- ThetaWithChar(ComplexMatrix, double, boolean) - Constructor for class de.jtem.riemann.theta.ThetaWithChar
-
Creates a Riemann theta function with characteristics zero
and with prescribed periodMatrix
and error tolerance tol
.
- ThetaWithChar(ComplexMatrix, double, boolean, boolean) - Constructor for class de.jtem.riemann.theta.ThetaWithChar
-
Creates a Riemann theta function with characteristics zero and
with prescribed periodMatrix
and error tolerance tol
.
- ThetaWithChar(ComplexMatrix, double, boolean, boolean, boolean) - Constructor for class de.jtem.riemann.theta.ThetaWithChar
-
Creates a Riemann theta function with characteristics zero and
with prescribed periodMatrix
and error tolerance tol
.
- ThetaWithChar(Theta) - Constructor for class de.jtem.riemann.theta.ThetaWithChar
-
Creates a Riemann theta function with characteristics zero which
is associated to theta
.
- ThetaWithChar(ThetaWithChar) - Constructor for class de.jtem.riemann.theta.ThetaWithChar
-
Creates a Riemann theta function with characteristics zero which
shares with thetaWithChar
its associated Riemann theta function.
- thisLambda - Variable in class de.jtem.riemann.surface.hyperElliptic.HyperEllipticSurface
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- thisMu - Variable in class de.jtem.riemann.surface.hyperElliptic.HyperEllipticSurface
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- time - Variable in class de.jtem.riemann.surface.PointPassedCutEvent
-
- times(ModularTransformation) - Method in class de.jtem.riemann.theta.ModularTransformation
-
Returns product of this
and M
.
- toString() - Method in class de.jtem.riemann.theta.LatticePointsInEllipsoid_old
-
Returns matrix containing the lattice points as string.
- toString() - Method in class de.jtem.riemann.theta.ModularTransformation
-
Returns the for sub-matrices as string.
- ToupleConstrain - Class in de.jtem.riemann.constrainedComplex
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- ToupleConstrain(ConstrainedComplex, ConstrainedComplex) - Constructor for class de.jtem.riemann.constrainedComplex.ToupleConstrain
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- Transform - Class in de.jtem.riemann.surface.homologie
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These variables are defined during instantiation and stay unchanged afterwards:
numOfSheets
numOfBranchPoints
numOfSingularPoints
numOfEdges
numOf_g_Edges
numOf_h_Edges
numOfPaths
numOfDistinguishedPoints
numOfCells
These variables are used only during the instantiation:
monodromyAboutInfinity
These variables are recalculated after each transformation, which are movements of
the branch points:
IntegerMatrix g
IntegerMatrix gl
IntegerMatrix h
IntegerMatrix T
distinguishedPoints
edgeStartPoint
edgeBranchPoint
edgeEndPoint
- Transform() - Constructor for class de.jtem.riemann.surface.homologie.Transform
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- Transform(Transform) - Constructor for class de.jtem.riemann.surface.homologie.Transform
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- Transform(IntegerMatrix) - Constructor for class de.jtem.riemann.surface.homologie.Transform
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- Transform(IntegerMatrix, IntegerMatrix) - Constructor for class de.jtem.riemann.surface.homologie.Transform
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- Transform(IntegerMatrix, IntegerVector) - Constructor for class de.jtem.riemann.surface.homologie.Transform
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- Transform(IntegerMatrix, IntegerMatrix, IntegerVector) - Constructor for class de.jtem.riemann.surface.homologie.Transform
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- transformPeriodMatrix(ComplexMatrix, ModularTransformation) - Static method in class de.jtem.riemann.theta.ModularPropertySupport
-
Transforms the period matrix B
using
the element of the modular group σ
.
- TransformPropertySupport - Class in de.jtem.riemann.theta
-
Supports the use of the transform property of Riemann theta functions.
- TransformPropertySupport(ComplexMatrix) - Constructor for class de.jtem.riemann.theta.TransformPropertySupport
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Creates instance with presrcibed period matrix.
- TransformState - Class in de.jtem.riemann.surface.homologie
-