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HaralickDescriptor Properties |
The HaralickDescriptor type exposes the following members.
Name | Description | |
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![]() | AngularSecondMomentum |
Gets Haralick's first textural feature, the
Angular Second Momentum, also known as Energy
or Homogeneity.
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![]() | ClusterProminence |
Gets the Cluster Prominence textural feature.
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![]() | ClusterShade |
Gets the Cluster Shade textural feature.
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![]() | ColumnEntropy |
Gets Hy, the entropy of the
ColumnMarginal vector.
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![]() | ColumnMarginal |
Gets the marginal probability vector
obtained by summing the columns of p(i,j),
given as py(j) = Σi p(i,j).
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![]() | ColumnMean |
Gets μ_y, the mean value of the
ColumnMarginal vector.
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![]() | ColumnStandardDeviation |
Gets σy, the variance of the
ColumnMarginal vector.
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![]() | Contrast |
Gets Haralick's second textural feature,
the Contrast.
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![]() | Correlation |
Gets Haralick's third textural feature,
the Correlation.
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![]() | DifferenceEntropy |
Gets Haralick's eleventh textural feature,
the Difference Entropy.
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![]() | Differences |
Gets p(x-y) (k), the sum of elements
whose absolute indices diferences equals to k.
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![]() | DifferenceVariance |
Gets Haralick's tenth textural feature,
the Difference Variance.
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![]() | Entropy |
Gets Haralick's ninth textural feature,
the Entropy.
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![]() | F01 |
Gets Haralick's first textural feature,
the Angular Second Momentum.
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![]() | F02 |
Gets Haralick's second textural feature,
the Contrast.
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![]() | F03 |
Gets Haralick's third textural feature,
the Correlation.
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![]() | F04 |
Gets Haralick's fourth textural feature,
the Sum of Squares: Variance.
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![]() | F05 |
Gets Haralick's fifth textural feature,
the Inverse Difference Moment.
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![]() | F06 |
Gets Haralick's sixth textural feature,
the Sum Average.
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![]() | F07 |
Gets Haralick's seventh textural feature,
the Sum Variance.
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![]() | F08 |
Gets Haralick's eighth textural feature,
the Sum Entropy.
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![]() | F09 |
Gets Haralick's ninth textural feature,
the Entropy.
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![]() | F10 |
Gets Haralick's tenth textural feature,
the Difference Variance.
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![]() | F11 |
Gets Haralick's eleventh textural feature,
the Difference Entropy.
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![]() | F12 |
Gets Haralick's twelfth textural feature,
the First Information Measure.
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![]() | F13 |
Gets Haralick's thirteenth textural feature,
the Second Information Measure.
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![]() | F14 |
Gets Haralick's fourteenth textural feature,
the Maximal Correlation Coefficient.
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![]() | FirstInformationMeasure |
Gets Haralick's twelfth textural feature,
the First Information Measure.
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![]() | GrayLevels |
Gets the number of gray levels in the
original image. This is the number of
dimensions of the co-occurrence matrix.
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![]() | InverseDifferenceMoment |
Gets Haralick's fifth textural feature, the Inverse
Difference Moment, also known as Local Homogeneity.
Can be regarded as a complement to Contrast.
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![]() | LaplaceContrast |
Gets a variation of Haralick's second textural feature,
the Contrast with Absolute values (instead of squares).
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![]() | MaximalCorrelationCoefficient |
Gets Haralick's fourteenth textural feature,
the Maximal Correlation Coefficient.
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![]() | Mean |
Gets the matrix mean μ.
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![]() | RowEntropy |
Gets Hx, the entropy of the
RowMarginal vector.
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![]() | RowMarginal |
Gets the marginal probability vector
obtained by summing the rows of p(i,j),
given as px(i) = Σj p(i,j).
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![]() | RowMean |
Gets μx, the mean value of the
RowMarginal vector.
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![]() | RowStandardDeviation |
Gets σx, the variance of the
RowMarginal vector.
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![]() | SecondInformationMeasure |
Gets Haralick's thirteenth textural feature,
the Second Information Measure.
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![]() | Sum |
Gets the matrix sum.
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![]() | SumAverage |
Gets Haralick's sixth textural feature,
the Sum Average.
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![]() | SumEntropy |
Gets Haralick's eighth textural feature,
the Sum Entropy.
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![]() | SumOfSquares |
Gets Haralick's fourth textural feature,
the Sum of Squares: Variance.
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![]() | Sums |
Gets p(x+y)(k), the sum
of elements whose indices sum to k.
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![]() | SumVariance |
Gets Haralick's seventh textural feature,
the Sum Variance.
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![]() | TextureHomogeneity |
Gets a variation of Haralick's fifth textural feature,
the Texture Homogeneity. Can be regarded as a complement
to LaplaceContrast.
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