Shape features derived from the ellipse parameters.
The operator ::eccentricity calculates three shape features derived from the geometric moments.
Definition: If the ellipse radii Ia, Ib and the area A of the
region are given (see ::moments_region_2nd),
the following applies:
Anisometry = Ia / Ib
Bulkiness = 4 pi Ia Ib / A**3
StructureFactor = Anisometry * Bulkiness - 1
|
Regions (input_object) |
region(-array) -> Hobject: HRegion(Array) |
| Region(s) to be examined. | |
|
Anisometry (output_control) |
real(-array) -> (HTuple.) double * |
| Shape feature (in case of a circle = 1.0). | |
| Assertion: Anisometry >= 1.0 | |
|
Bulkiness (output_control) |
real(-array) -> (HTuple.) double * |
| Calculated shape feature. | |
|
StructureFactor (output_control) |
real(-array) -> (HTuple.) double * |
| Calculated shape feature. | |
If F is the area of the region the mean runtime complexity is O(F).
The operator ::eccentricity returns the value H_MSG_TRUE if the input is not empty. The behavior in case of empty input (no input regions available) is set via the operator ::set_system('no_object_result',<Result>). The behavior in case of empty region (the region is the empty set) is set via ::set_system('empty_region_result',<Result>). If necessary an exception handling is raised.
::threshold, ::regiongrowing, ::connection
::elliptic_axis, ::moments_region_2nd, ::select_shape, ::area_center
Region processing