closing_golayπ
Short descriptionπ
closing_golay β Close a region with an element from the Golay alphabet.
Warningπ
closing_golay is obsolete and is only provided for
reasons of backward compatibility.
Signatureπ
closing_golay( region Region, out region RegionClosing, string GolayElement, integer Rotation )
Descriptionπ
closing_golay is defined as a Minkowski addition
followed by a Minkowski subtraction. First the Minkowski
addition of the input region (Region) with the
structuring element from the Golay alphabet defined by
GolayElement and Rotation is computed. Then
the Minkowski subtraction of the result and the structuring element
rotated by 180degrees is performed.
The following structuring elements are available:
βlβ, βmβ, βdβ, βcβ, βeβ, βiβ, βfβ, βf2β, βhβ, βkβ.
The rotation number Rotation determines which rotation of
the element should be used, and whether the foreground (even) or
background version (odd) of the selected element should be used.
The Golay elements, together with all possible rotations, are
described with the operator golay_elements.
closing_golay serves to close holes smaller than
the structuring element, and to smooth regionsβ boundaries.
Attentionπ
Not all values of Rotation are valid for any Golay
element. For some of the values of Rotation, the
resulting regions are identical to the input regions.
Execution informationπ
Execution information
-
Multithreading type: reentrant (runs in parallel with non-exclusive operators).
-
Multithreading scope: global (may be called from any thread).
-
Automatically parallelized on tuple level.
Parametersπ
Region (input_object) region(-array) β object
Regions to be closed.
RegionClosing (output_object) region(-array) β object
Closed regions.
GolayElement (input_control) string β (string)
Structuring element from the Golay alphabet.
Default: 'h'
List of values: 'c', 'd', 'e', 'f', 'f2', 'h', 'i', 'k', 'l', 'm'
Rotation (input_control) integer β (integer)
Rotation of the Golay element. Depending on the element, not all rotations are valid.
Default: 0
List of values: 0, 2, 4, 6, 8, 10, 12, 14, 1, 3, 5, 7, 9, 11, 13, 15
Complexityπ
Let \(F\) be the area of an input region. Then the runtime complexity for one region is:
Resultπ
closing_golay returns 2 (H_MSG_TRUE) if all parameters are
correct. The behavior in case of empty or no input region can be
set via:
-
no region:
set_system('no_object_result',<RegionResult>) -
empty region:
set_system('empty_region_result',<RegionResult>)
Otherwise, an exception is raised.
Combinations with other operatorsπ
Combinations
Possible predecessors
threshold, regiongrowing, connection, union1, watersheds, class_ndim_norm
Possible successors
reduce_domain, select_shape, area_center, connection
Alternatives
See also
erosion_golay, dilation_golay, opening_golay, hit_or_miss_golay, thinning_golay, thickening_golay, golay_elements
Moduleπ
Foundation