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Class JSci.maths.wavelet.Cascades
java.lang.Object
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+----JSci.maths.AbstractMath
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+----JSci.maths.wavelet.Cascades
- public final class Cascades
- extends AbstractMath
This class is a standard implementation
of the Cascades algorithm.
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dimension(int, int)
- Starting with n0 scaling functions and
going jfin scales ahead (iterating jfin times),
tells you how many scaling functions you'll have.
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dimension(int, int, int)
- Starting with n0 scaling functions and
going jfin scales ahead (iterating jfin times),
tells you how many scaling functions you'll have.
-
dimensionHaar(int, int)
- Starting with n0 scaling functions and
going jfin scales ahead (iterating jfin times),
tells you how many scaling functions you'll have.
-
doublesample(double[])
- Method used to oversample according to the
Haar transform
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evalScaling(Filter, int, int, int)
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evaluation(Filter, int, double[])
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evalWavelet(Filter, int, int, int)
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evalWavelet(Filter, int, int, int, int)
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evalWaveletHaar(Filter, int, int, int)
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evalWaveletQuadratic(Filter, int, int, int)
-
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oversample(double[])
- method used to oversample according to
the lazy (Dirac Delta Function) interpolation
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PowerOf2(int)
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previousDimension(int, int)
- This method return the number of "scaling"
functions at the previous scale given a
number of scaling functions.
-
quadraticOversample(double[])
- Special oversampling for the
quadratic spline interpolation
-
supersample(double[])
- Special oversampling for the linear spline
interpolation
previousDimension
public static int previousDimension(int filtretype,
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".
evalScaling
public static double[] evalScaling(Filter filtre,
int n0,
int j1,
int k)
evalWavelet
public static double[] evalWavelet(Filter filtre,
int filtretype,
int n0,
int j1,
int k)
evalWavelet
public static double[] evalWavelet(Filter filtre,
int n0,
int j1,
int k)
evalWaveletHaar
public static double[] evalWaveletHaar(Filter filtre,
int n0,
int j1,
int k)
evalWaveletQuadratic
public static double[] evalWaveletQuadratic(Filter filtre,
int n0,
int j1,
int k)
PowerOf2
public static int PowerOf2(int pwrOf2)
oversample
public static double[] oversample(double data[])
- method used to oversample according to
the lazy (Dirac Delta Function) interpolation
doublesample
public static double[] doublesample(double data[])
- Method used to oversample according to the
Haar transform
supersample
public static double[] supersample(double data[])
- Special oversampling for the linear spline
interpolation
quadraticOversample
public static double[] quadraticOversample(double v[])
- Special oversampling for the
quadratic spline interpolation
dimension
public static int dimension(int n0,
int jfin,
int filtertype)
- Starting with n0 scaling functions and
going jfin scales ahead (iterating jfin times),
tells you how many scaling functions you'll have.
(Dyadic multiresolutions of type filtretype.)
- Parameters:
- filtertype - filter type
- n0 - number of scaling functions initially
- jfin - number of iterations
dimension
public static int dimension(int n0,
int jfin)
- Starting with n0 scaling functions and
going jfin scales ahead (iterating jfin times),
tells you how many scaling functions you'll have.
(Linear spline and dyadic multiresolution of type 1.)
- Parameters:
- n0 - number of scaling functions initially
- jfin - number of iterations
dimensionHaar
public static int dimensionHaar(int n0,
int jfin)
- Starting with n0 scaling functions and
going jfin scales ahead (iterating jfin times),
tells you how many scaling functions you'll have.
(Haar and dyadic multiresolution of type 0.)
- Parameters:
- n0 - number of scaling functions initially
- jfin - number of iterations
evaluation
public static double[] evaluation(Filter filtre,
int j1,
double init[])
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