RealInterval (ImgLib2 Javadocs 0-SNAPSHOT API)

All Superinterfaces:

EuclideanSpace

All Known Subinterfaces:

Box, Ellipsoid, Img<T>, Interval, IterableInterval<T>, IterableRealInterval<T>, IterableRegion<T>, IterableRegionOfInterest, Labeling<T>, Line, MaskInterval, NativeImg<T,A>, NativeLabeling<T>, NativeLongAccessImg<T,A>, Neighborhood<T>, PointMask, Polygon2D, Polyline, Polyshape, PositionableIterableInterval<T>, PositionableIterableRegion<T>, RandomAccessibleInterval<T>, RealMaskRealInterval, RealPointCollection<L>, RealRandomAccessibleRealInterval<T>, RegionOfInterest, Sphere, SuperEllipsoid, WritableBox, WritableEllipsoid, WritableLine, WritablePointMask, WritablePolygon2D, WritablePolyline, WritablePolyshape, WritableRealPointCollection<L>, WritableSphere, WritableSuperEllipsoid

All Known Implementing Classes:

AbstractCellImg, AbstractConvertedIterableInterval, AbstractConvertedIterableRandomAccessibleInterval, AbstractConvertedIterableRealInterval, AbstractConvertedRandomAccessibleInterval, AbstractImg, AbstractInterval, AbstractIterableRegionOfInterest, AbstractIterableRegionOfInterest.AROIClippedIterableInterval, AbstractIterableRegionOfInterest.AROIIterableInterval, AbstractLabeling, AbstractListImg, AbstractLongListImg, AbstractNativeImg, AbstractNativeLabeling, AbstractNativeLongAccessImg, AbstractNeighborhood, AbstractRealInterval, AbstractRegionOfInterest, AbstractWrappedInterval, AbstractWrappedRealInterval, AbstractWritableBox, AbstractWritableEllipsoid, AbstractWritableSphere, AbstractWritableSuperEllipsoid, AngleRegionOfInterest, ARGBScreenImage, ArrayImg, ArrayImgAWTScreenImage, BiConvertedIterableInterval, BiConvertedIterableRealInterval, BiConvertedRandomAccessibleInterval, BiConvertedRealRandomAccessibleRealInterval, BinaryMaskRegionOfInterest, BinaryMaskRegionOfInterest.BMROIIterableInterval, Boundary, BoundingBox, Bounds.AbstractAdaptingInterval, Bounds.AbstractAdaptingRealInterval, Bounds.IntersectionInterval, Bounds.IntersectionRealInterval, Bounds.RealTransformRealInterval, Bounds.SmallestContainingInterval, Bounds.UnionInterval, Bounds.UnionRealInterval, BufferedRectangularNeighborhood, ByteAWTScreenImage, ByteImagePlus, CachedCellImg, Cell, CellImg, ClosedWritableBox, ClosedWritableEllipsoid, ClosedWritablePolygon2D, ClosedWritableSphere, ClosedWritableSuperEllipsoid, CompositeIntervalView, CompositeRegionOfInterest, ConvertedIterableInterval, ConvertedIterableRealInterval, ConvertedRandomAccessibleInterval, ConvertedRealRandomAccessibleRealInterval, DefaultBinaryCompositeMaskInterval, DefaultBinaryCompositeRealMaskRealInterval, DefaultMaskInterval, DefaultRealMaskRealInterval, DefaultUnaryCompositeMaskInterval, DefaultUnaryCompositeRealMaskRealInterval, DefaultWritableLine, DefaultWritablePointMask, DefaultWritablePolygon2D, DefaultWritablePolyline, DefaultWritableRealPointCollection, DiamondNeighborhood, DiamondNeighborhoodUnsafe, DiamondShape.NeighborhoodsIterableInterval, DiamondTipsNeighborhood, DiamondTipsNeighborhoodUnsafe, DiamondTipsShape.NeighborhoodsIterableInterval, DiscreteFrequencyDistribution, DiskCachedCellImg, DoubleAWTScreenImage, EllipseNeighborhood, EllipseRegionOfInterest, EllipsoidNeighborhood, FinalInterval, FinalRealInterval, FloatAWTScreenImage, FloatImagePlus, GeneralPathRegionOfInterest, Histogram1d, HistogramNd, HorizontalLineNeighborhood, HorizontalLineNeighborhoodUnsafe, HorizontalLineShape.NeighborhoodsIterableInterval, HyperSphere, HyperSphereNeighborhood, HyperSphereNeighborhoodGPL, HyperSphereNeighborhoodUnsafe, HyperSphereShape.NeighborhoodsIterableInterval, ImagePlusImg, ImgLabeling, ImgView, IntAWTScreenImage, IntervalIterator, IntervalView, IntImagePlus, IterableLine, IterableRandomAccessibleFunction, IterableRandomAccessibleFunctionDouble, IterableRandomAccessibleInterval, IterableRandomAccessibleRegion, IterableRegionOnBooleanRAI, KDTree, KDTreeRealPointCollection, LabelingView, LabelRegion, LazyCellImg, LazyCellImg.LazyCells, LineRegionOfInterest, ListImg, LocalizingIntervalIterator, LocalizingZeroMinIntervalIterator, LocalNeighborhood, LocalNeighborhood2, MaskIntervalAsRandomAccessibleInterval, NativeImgLabeling, NNSRealPointCollection, NtreeCursor, NtreeImg, OffsetableIntervalIterator, OffsetableLocalizingIntervalIterator, OpenWritableBox, OpenWritableEllipsoid, OpenWritablePolygon2D, OpenWritableSphere, OpenWritableSuperEllipsoid, PairOfPointsNeighborhood, PairOfPointsNeighborhoodUnsafe, PairOfPointsShape.NeighborhoodsIterableInterval, PeriodicLineNeighborhood, PeriodicLineNeighborhoodUnsafe, PeriodicLineShape.NeighborhoodsIterableInterval, PlanarImg, PointSampleList, PolygonRegionOfInterest, PositionableInterval, PositionableWrappedIterableInterval, PositionableWrappedIterableRegion, RandomAccessibleIntervalAsMaskInterval, RandomAccessibleIntervalCursor, RandomAccessibleRegionCursor, RealMaskRealIntervalAsRealRandomAccessibleRealInterval, RealPointSampleList, RealPointSampleListWritableRealPointCollection, RealRandomAccessibleRealIntervalAsRealMaskRealInterval, RealTransformUnaryCompositeRealMaskRealInterval, RectangleNeighborhood, RectangleNeighborhoodGPL, RectangleNeighborhoodSkipCenter, RectangleNeighborhoodSkipCenterUnsafe, RectangleNeighborhoodUnsafe, RectangleRegionOfInterest, RectangleShape.NeighborhoodsIterableInterval, SamplingIterableInterval, ShortAWTScreenImage, ShortImagePlus, SingleCellArrayImg, StackView, SubsampleIntervalView, UnsafeImg, UnsignedByteAWTScreenImage, UnsignedIntAWTScreenImage, UnsignedShortAWTScreenImage, WriteConvertedIterableInterval, WriteConvertedIterableRandomAccessibleInterval, WriteConvertedIterableRealInterval, WriteConvertedRandomAccessibleInterval, ZeroMinIntervalIterator
```
public interface RealInterval
extends EuclideanSpace
```
{x∈Rⁿ|min_d≤ x_d≤max_d;d∈{0… n-1}}
An RealInterval over the real source domain. Note that this does not imply that for all coordinates in the RealInterval function values exist or can be generated. It only defines where the minimum and maximum source coordinates are. E.g. an IterableRealInterval has a limited number of values and a source coordinate for each. By that, minimum and maximum are defined but the RealInterval does not define a value for all coordinates in between.

Author:

Stephan Saalfeld

Method Summary

All Methods Instance Methods Abstract Methods Default Methods
Modifier and Type	Method and Description
`default double[]`	`maxAsDoubleArray()` Allocates a new double array with the maximum of this RealInterval.
`default RealPoint`	`maxAsRealPoint()` Allocates a new `RealPoint` with the maximum of this RealInterval.
`default double[]`	`minAsDoubleArray()` Allocates a new double array with the minimum of this RealInterval.
`default RealPoint`	`minAsRealPoint()` Allocates a new `RealPoint` with the minimum of this RealInterval.
`default void`	`realMax(double[] max)` Write the maximum of each dimension into double[].
`double`	`realMax(int d)` Get the maximum in dimension d.
`default void`	`realMax(RealPositionable max)` Sets a `RealPositionable` to the maximum of this `Interval`
`default void`	`realMin(double[] min)` Write the minimum of each dimension into double[].
`double`	`realMin(int d)` Get the minimum in dimension d.
`default void`	`realMin(RealPositionable min)` Sets a `RealPositionable` to the minimum of this `Interval`

Methods inherited from interface net.imglib2.EuclideanSpace
numDimensions

- Method Detail
  - realMin
```
double realMin(int d)
```
    Get the minimum in dimension d.
    
    Parameters:
    
    d - dimension
    
    Returns:
    
    minimum in dimension d.
  - realMin
```
default void realMin(double[] min)
```
    Write the minimum of each dimension into double[].
    
    Parameters:
    
    min -
  - realMin
```
default void realMin(RealPositionable min)
```
    Sets a RealPositionable to the minimum of this Interval
    
    Parameters:
    
    min -
  - realMax
```
double realMax(int d)
```
    Get the maximum in dimension d.
    
    Parameters:
    
    d - dimension
    
    Returns:
    
    maximum in dimension d.
  - realMax
```
default void realMax(double[] max)
```
    Write the maximum of each dimension into double[].
    
    Parameters:
    
    max -
  - realMax
```
default void realMax(RealPositionable max)
```
    Sets a RealPositionable to the maximum of this Interval
    
    Parameters:
    
    max -
  - minAsDoubleArray
```
default double[] minAsDoubleArray()
```
    Allocates a new double array with the minimum of this RealInterval. Please note that his method allocates a new array each time which introduces notable overhead in both compute and memory. If you query it frequently, you should allocate a dedicated array first and reuse it with realMin(double[]).
    
    Returns:
    
    the min
  - minAsRealPoint
```
default RealPoint minAsRealPoint()
```
    Allocates a new RealPoint with the minimum of this RealInterval. Please note that his method allocates a new RealPoint each time which introduces notable overhead in both compute and memory. If you query it frequently, you should allocate a dedicated RealPoint first and reuse it with realMin(RealPositionable).
    
    Returns:
    
    the min
  - maxAsDoubleArray
```
default double[] maxAsDoubleArray()
```
    Allocates a new double array with the maximum of this RealInterval. Please note that his method allocates a new array each time which introduces notable overhead in both compute and memory. If you query it frequently, you should allocate a dedicated array first and reuse it with realMax(double[]).
    
    Returns:
    
    the max
  - maxAsRealPoint
```
default RealPoint maxAsRealPoint()
```
    Allocates a new RealPoint with the maximum of this RealInterval. Please note that his method allocates a new RealPoint each time which introduces notable overhead in both compute and memory. If you query it frequently, you should allocate a dedicated RealPoint first and reuse it with realMax(RealPositionable).
    
    Returns:
    
    the max

Interface RealInterval

Method Summary

Methods inherited from interface net.imglib2.EuclideanSpace

Method Detail

realMin

realMin

realMin

realMax

realMax

realMax

minAsDoubleArray

minAsRealPoint

maxAsDoubleArray

maxAsRealPoint