Class LocalNormalization
java.lang.Object
qupath.opencv.tools.LocalNormalization
Methods to normalize the local image intensity within an image, to have (approximately) zero mean and unit variance.
Calculations are made using Gaussian filters to give a smooth result.
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Nested Class Summary
Nested ClassesModifier and TypeClassDescriptionstatic classHelper class to store local normalization parameters.static enumLocal normalization type.static class2D or 3D Gaussian scale. -
Constructor Summary
Constructors -
Method Summary
Modifier and TypeMethodDescriptionstatic voidgaussianNormalize(List<Mat> stack, LocalNormalization.LocalNormalizationType type, PixelCalibration cal, int border) Apply local normalization to a stack of Mats representing a z-stack.static voidgaussianNormalize2D(Mat mat, double sigma, double sigmaVariance, int border) Apply local normalization to a 2D Mat.static voidgaussianNormalize3D(List<Mat> stack, double sigmaX, double sigmaY, double sigmaZ, double varianceSigmaX, double varianceSigmaY, double varianceSigmaZ, int border) Apply 3D normalization.
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Constructor Details
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LocalNormalization
public LocalNormalization()
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Method Details
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gaussianNormalize
public static void gaussianNormalize(List<Mat> stack, LocalNormalization.LocalNormalizationType type, PixelCalibration cal, int border) Apply local normalization to a stack of Mats representing a z-stack.- Parameters:
stack-type-cal-border-
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gaussianNormalize2D
Apply local normalization to a 2D Mat.- Parameters:
mat-sigma-sigmaVariance-border-
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gaussianNormalize3D
public static void gaussianNormalize3D(List<Mat> stack, double sigmaX, double sigmaY, double sigmaZ, double varianceSigmaX, double varianceSigmaY, double varianceSigmaZ, int border) Apply 3D normalization.The algorithm works as follows:
- A Gaussian filter is applied to a duplicate of the image
- The filtered image is subtracted from the original
- A local weighted variance estimate image is generated from the original image (by squaring, Gaussian filtering, subtracting the square of the smoothed image previously generated)
- The square root of the weighted variance image is taken to give a normalization image, approximating a local standard deviation)
- The subtracted image is divided by the value of the normalization image
- Parameters:
stack- image z-stack, in which each element is a 2D (x,y) slicesigmaX- horizontal Gaussian filter sigmasigmaY- vertical Gaussian filter sigmasigmaZ- z-dimension Gaussian filter sigmavarianceSigmaX- horizontal Gaussian filter sigma for variance estimationvarianceSigmaY- vertical Gaussian filter sigma for variance estimationvarianceSigmaZ- z-dimension Gaussian filter sigma for variance estimationborder- border padding method to use (see OpenCV for definitions)
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