jsci.maths.wavelet.cdf2_4
Class MultiSpline2_4
- java.lang.Object
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- jsci.maths.wavelet.cdf2_4.MultiSpline2_4
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Constructor Summary
Constructors Constructor and Description MultiSpline2_4()
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Method Summary
All Methods Static Methods Instance Methods Concrete Methods Modifier and Type Method and Description static LinearSplinehat(int n0, int k)double[]highpass(double[] v)Highpass filters are normalized in order to get L2 orthonormality of the resulting wavelets (when it applies).double[]highpass(double[] v, double[] param)Highpass filters are normalized in order to get L2 orthonormality of the resulting wavelets (when it applies).double[]lowpass(double[] donnee)lowpass filterdouble[]lowpass(double[] v, double[] param)lowpass filterintpreviousDimension(int k)This method return the number of "scaling" functions at the previous scale given a number of scaling functions.static LinearSplinescaling(int n0, int k)static LinearSplinewavelet(int n0, int k)
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Method Detail
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previousDimension
public int previousDimension(int k)
This method return the number of "scaling" functions at the previous scale given a number of scaling functions. The answer is always smaller than the provided value (about half since this is a dyadic implementation). This relates to the same idea as the "Filter type". It is used by the interface "Filter".- Specified by:
previousDimensionin interfaceFilter
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lowpass
public double[] lowpass(double[] v, double[] param)Description copied from interface:Filterlowpass filter
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highpass
public double[] highpass(double[] v, double[] param)Description copied from interface:FilterHighpass filters are normalized in order to get L2 orthonormality of the resulting wavelets (when it applies). See the class DiscreteHilbertSpace for an implementation of the L2 integration.
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lowpass
public double[] lowpass(double[] donnee)
Description copied from interface:Filterlowpass filter
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highpass
public double[] highpass(double[] v)
Description copied from interface:FilterHighpass filters are normalized in order to get L2 orthonormality of the resulting wavelets (when it applies). See the class DiscreteHilbertSpace for an implementation of the L2 integration.
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hat
public static LinearSpline hat(int n0, int k)
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scaling
public static LinearSpline scaling(int n0, int k)
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wavelet
public static LinearSpline wavelet(int n0, int k)
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