Uses of Interface
ch.nolix.techapi.math.bigdecimalmath.IComplexNumber
Packages that use IComplexNumber
Package
Description
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Uses of IComplexNumber in ch.nolix.tech.math.bigdecimalmath
Classes in ch.nolix.tech.math.bigdecimalmath that implement IComplexNumberSubclasses with type arguments of type IComplexNumber in ch.nolix.tech.math.bigdecimalmathModifier and TypeClassDescriptionfinal classfinal classfinal classClasses in ch.nolix.tech.math.bigdecimalmath that implement interfaces with type arguments of type IComplexNumberModifier and TypeClassDescriptionfinal classfinal classMethods in ch.nolix.tech.math.bigdecimalmath that return IComplexNumberModifier and TypeMethodDescriptionComplexSequenceDefinedBy1Predecessor.getFirstValue()ComplexSequenceDefinedBy2Predecessor.getFirstValue()ComplexNumber.getProduct(double number) ComplexSequenceDefinedBy2Predecessor.getSecondValue()ComplexNumber.getSum(double number) ComplexNumber.getSum(BigDecimal number) ComplexNumber.withDecimalPlaceCount(int decimalPlaces) Methods in ch.nolix.tech.math.bigdecimalmath with parameters of type IComplexNumberModifier and TypeMethodDescriptionintComplexNumber.compareTo(IComplexNumber complexNumber) ComplexNumber.getProduct(IComplexNumber complexNumber) ComplexNumber.getSum(IComplexNumber complexNumber) ComplexSequenceDefinedBy1Predecessor.withFirstValueAndNextValueFunction(IComplexNumber firstValue, UnaryOperator<IComplexNumber> nextValueFunction) ComplexSequenceDefinedBy2Predecessor.withFirstValueAndSecondValueAndNextValueSupplier(IComplexNumber firstValue, IComplexNumber secondValue, BinaryOperator<IComplexNumber> nextValueSupplier) Method parameters in ch.nolix.tech.math.bigdecimalmath with type arguments of type IComplexNumberModifier and TypeMethodDescriptionComplexSequenceDefinedBy1Predecessor.withFirstValueAndNextValueFunction(IComplexNumber firstValue, UnaryOperator<IComplexNumber> nextValueFunction) ComplexSequenceDefinedBy2Predecessor.withFirstValueAndSecondValueAndNextValueSupplier(IComplexNumber firstValue, IComplexNumber secondValue, BinaryOperator<IComplexNumber> nextValueSupplier) static ExplicitComplexSequenceExplicitComplexSequence.withValueSupplier(IntFunction<IComplexNumber> valueSupplier) -
Uses of IComplexNumber in ch.nolix.tech.math.fractal
Fields in ch.nolix.tech.math.fractal with type parameters of type IComplexNumberModifier and TypeFieldDescriptionstatic final Function<IComplexNumber, ISequence<IComplexNumber>> FractalBuilder.DEFAULT_SEQUENCE_CREATORstatic final Function<IComplexNumber, ISequence<IComplexNumber>> FractalBuilder.DEFAULT_SEQUENCE_CREATORMethods in ch.nolix.tech.math.fractal that return types with arguments of type IComplexNumberMethods in ch.nolix.tech.math.fractal with parameters of type IComplexNumberModifier and TypeMethodDescriptionFractal.createSequenceFor(IComplexNumber complexNumber) intFractalTool.getIterationCountForStartNumberWhereSquaredMagnitudeOfValueExceedsLimitOrMinusOne(IFractal fractal, IComplexNumber startNumber, BigDecimal limit) Method parameters in ch.nolix.tech.math.fractal with type arguments of type IComplexNumberModifier and TypeMethodDescriptionFractalBuilder.setSequenceCreator(Function<IComplexNumber, ISequence<IComplexNumber>> sequenceCreator) FractalBuilder.setSequenceCreator(Function<IComplexNumber, ISequence<IComplexNumber>> sequenceCreator) static FractalFractal.withParams(IClosedInterval realComponentInterval, IClosedInterval imaginaryComponentInterval, int widthInPixel, int heightInPixel, Function<IComplexNumber, ISequence<IComplexNumber>> sequenceCreator, BigDecimal sequencesMinDivergenceMagnitude, int sequencesMaxIterationCount, IntFunction<IColor> colorFunction, int decimalPlaces) static FractalFractal.withParams(IClosedInterval realComponentInterval, IClosedInterval imaginaryComponentInterval, int widthInPixel, int heightInPixel, Function<IComplexNumber, ISequence<IComplexNumber>> sequenceCreator, BigDecimal sequencesMinDivergenceMagnitude, int sequencesMaxIterationCount, IntFunction<IColor> colorFunction, int decimalPlaces) -
Uses of IComplexNumber in ch.nolix.techapi.math.bigdecimalmath
Subinterfaces with type arguments of type IComplexNumber in ch.nolix.techapi.math.bigdecimalmathMethods in ch.nolix.techapi.math.bigdecimalmath that return IComplexNumberModifier and TypeMethodDescriptionIComplexNumber.getConjugate()IComplexNumber.getPower(int exponent) IComplexNumber.getPower2()IComplexNumber.getPower3()IComplexNumber.getPower4()IComplexNumber.getProduct(double number) IComplexNumber.getProduct(IComplexNumber complexNumber) IComplexNumber.getProduct(BigDecimal number) IComplexNumber.getSum(double number) IComplexNumber.getSum(IComplexNumber complexNumber) IComplexNumber.getSum(BigDecimal number) IComplexNumber.withDecimalPlaceCount(int decimalPlaces) Methods in ch.nolix.techapi.math.bigdecimalmath with parameters of type IComplexNumberModifier and TypeMethodDescriptionIComplexNumber.getProduct(IComplexNumber complexNumber) IComplexNumber.getSum(IComplexNumber complexNumber) -
Uses of IComplexNumber in ch.nolix.techapi.math.fractal
Methods in ch.nolix.techapi.math.fractal that return types with arguments of type IComplexNumberMethods in ch.nolix.techapi.math.fractal with parameters of type IComplexNumberModifier and TypeMethodDescriptionIFractal.createSequenceFor(IComplexNumber complexNumber) intIFractalTool.getIterationCountForStartNumberWhereSquaredMagnitudeOfValueExceedsLimitOrMinusOne(IFractal fractal, IComplexNumber startNumber, BigDecimal limit) Method parameters in ch.nolix.techapi.math.fractal with type arguments of type IComplexNumberModifier and TypeMethodDescriptionIFractalBuilder.setSequenceCreator(Function<IComplexNumber, ISequence<IComplexNumber>> sequenceCreator) IFractalBuilder.setSequenceCreator(Function<IComplexNumber, ISequence<IComplexNumber>> sequenceCreator) -
Uses of IComplexNumber in ch.nolix.template.math.sequence
Methods in ch.nolix.template.math.sequence that return types with arguments of type IComplexNumberModifier and TypeMethodDescriptionSequenceFactory.createMandelbrotSequenceForIncrement(IComplexNumber increment) SequenceFactory.createMandelbrotSequenceForStartValueAndIncrement(IComplexNumber startValue, IComplexNumber increment) Methods in ch.nolix.template.math.sequence with parameters of type IComplexNumberModifier and TypeMethodDescriptionSequenceFactory.createMandelbrotSequenceForIncrement(IComplexNumber increment) SequenceFactory.createMandelbrotSequenceForStartValueAndIncrement(IComplexNumber startValue, IComplexNumber increment)