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difference_closed_contours_xldDifferenceClosedContoursXldDifferenceClosedContoursXlddifference_closed_contours_xlddifference_closed_contours_xldπŸ”—

Short descriptionπŸ”—

difference_closed_contours_xldDifferenceClosedContoursXldDifferenceClosedContoursXlddifference_closed_contours_xlddifference_closed_contours_xld β€” Compute the difference of closed contours.

SignatureπŸ”—

difference_closed_contours_xld( xld_cont Contours, xld_cont Sub, out xld_cont ContoursDifference )void DifferenceClosedContoursXld( const HObject& Contours, const HObject& Sub, HObject* ContoursDifference )static void HOperatorSet.DifferenceClosedContoursXld( HObject contours, HObject sub, out HObject contoursDifference )def difference_closed_contours_xld( contours: HObject, sub: HObject ) -> HObject

Herror difference_closed_contours_xld( const Hobject Contours, const Hobject Sub, Hobject* ContoursDifference )

Herror T_difference_closed_contours_xld( const Hobject Contours, const Hobject Sub, Hobject* ContoursDifference )

HXLDCont HXLDCont::DifferenceClosedContoursXld( const HXLDCont& Sub ) const

HXLDCont HXLDCont.DifferenceClosedContoursXld( HXLDCont sub )

DescriptionπŸ”—

The operator difference_closed_contours_xldDifferenceClosedContoursXld calculates the difference of the regions enclosed by the contours Contourscontourscontours and Subsubsub. The boundaries of this difference are returned in ContoursDifferencecontoursDifferencecontours_difference.

If the individual input contours are not closed, they are closed automatically by connecting their start and end points.

Internally, first, the regions enclosed by each set of contours (Contourscontourscontours and Subsubsub, respectively) are determined as described below. Then, the difference of these two regions is calculated.

In the following, the two sets of input contours are referred to as boundary sets. A boundary set consists of an arbitrary number of boundaries (the individual contours of Contourscontourscontours and Subsubsub, respectively). Each boundary may be convex or concave and self-intersecting. Internal holes may be formed by the nesting of boundaries.

The region enclosed by such a boundary set is defined by the so-called Even-Odd-Rule. Thus, it consists of all points with the following property: The line constructed by connecting the point with another reference point that lies outside of the region has an odd number of intersections with boundaries.

More descriptive, this means that a boundary defines a hole in the region enclosed by another boundary if it lies completely inside that region. Similarly, the overlapping area of two separate boundaries of one boundary set is taken as a β€œhole”, i.e., it does not belong to the region enclosed by the two boundaries. Note that the region enclosed by a boundary does not depend on the orientation of the boundary.

A self-intersecting boundary may be split at the intersection point or it is reordered such that it touches itself at the intersection point. The resulting boundaries are treated as separate boundaries.

The resulting boundaries ContoursDifferencecontoursDifferencecontours_difference are automatically classified into boundaries that enclose regions and boundaries that enclose holes. This information is stored in the global contour attribute 'is_hole'"is_hole". For further information about global contour attributes see get_contour_global_attrib_xldGetContourGlobalAttribXld.

Note that subsequent points whose row and column coordinates differ by less than 1e-06 pixels are considered as one point.

Execution informationπŸ”—

Execution information
  • Multithreading type: reentrant (runs in parallel with non-exclusive operators).

  • Multithreading scope: global (may be called from any thread).

  • Processed without parallelization.

ParametersπŸ”—

Contourscontourscontours (input_object) xld_cont(-array) β†’ objectHObjectHXLDContHObjectHobject

Contours enclosing the region from which the second region is subtracted.

Subsubsub (input_object) xld_cont(-array) β†’ objectHObjectHXLDContHObjectHobject

Contours enclosing the region that is subtracted from the first region.

ContoursDifferencecontoursDifferencecontours_difference (output_object) xld_cont(-array) β†’ objectHObjectHXLDContHObjectHobject *

Contours enclosing the difference.

ResultπŸ”—

difference_closed_contours_xldDifferenceClosedContoursXld returns 2 (H_MSG_TRUE) if all parameters are correct. If necessary, an exception is raised.

Combinations with other operatorsπŸ”—

Combinations

Possible predecessors

gen_contour_region_xldGenContourRegionXld, zero_crossing_sub_pixZeroCrossingSubPix, threshold_sub_pixThresholdSubPix

Alternatives

differenceDifference

See also

intersection_closed_contours_xldIntersectionClosedContoursXld, symm_difference_closed_contours_xldSymmDifferenceClosedContoursXld, union2_closed_contours_xldUnion2ClosedContoursXld, difference_closed_polygons_xldDifferenceClosedPolygonsXld

ModuleπŸ”—

Foundation