moments_gray_plane moments_gray_plane MomentsGrayPlane MomentsGrayPlane moments_gray_plane (Operator)
Name
moments_gray_plane moments_gray_plane MomentsGrayPlane MomentsGrayPlane moments_gray_plane
— Calculate gray value moments and approximation by a plane.
Signature
Herror moments_gray_plane (const Hobject Regions , const Hobject Image , double* MRow , double* MCol , double* Alpha , double* Beta , double* Mean )
Herror T_moments_gray_plane (const Hobject Regions , const Hobject Image , Htuple* MRow , Htuple* MCol , Htuple* Alpha , Htuple* Beta , Htuple* Mean )
void MomentsGrayPlane (const HObject& Regions , const HObject& Image , HTuple* MRow , HTuple* MCol , HTuple* Alpha , HTuple* Beta , HTuple* Mean )
void HImage ::MomentsGrayPlane (const HRegion& Regions , HTuple* MRow , HTuple* MCol , HTuple* Alpha , HTuple* Beta , HTuple* Mean ) const
void HImage ::MomentsGrayPlane (const HRegion& Regions , double* MRow , double* MCol , double* Alpha , double* Beta , double* Mean ) const
void HRegion ::MomentsGrayPlane (const HImage& Image , HTuple* MRow , HTuple* MCol , HTuple* Alpha , HTuple* Beta , HTuple* Mean ) const
void HRegion ::MomentsGrayPlane (const HImage& Image , double* MRow , double* MCol , double* Alpha , double* Beta , double* Mean ) const
static void HOperatorSet .MomentsGrayPlane (HObject regions , HObject image , out HTuple MRow , out HTuple MCol , out HTuple alpha , out HTuple beta , out HTuple mean )
void HImage .MomentsGrayPlane (HRegion regions , out HTuple MRow , out HTuple MCol , out HTuple alpha , out HTuple beta , out HTuple mean )
void HImage .MomentsGrayPlane (HRegion regions , out double MRow , out double MCol , out double alpha , out double beta , out double mean )
void HRegion .MomentsGrayPlane (HImage image , out HTuple MRow , out HTuple MCol , out HTuple alpha , out HTuple beta , out HTuple mean )
void HRegion .MomentsGrayPlane (HImage image , out double MRow , out double MCol , out double alpha , out double beta , out double mean )
def moments_gray_plane (regions : HObject, image : HObject) -> Tuple[Sequence[float], Sequence[float], Sequence[float], Sequence[float], Sequence[float]]
def moments_gray_plane_s (regions : HObject, image : HObject) -> Tuple[float, float, float, float, float]
Description
The operator moments_gray_plane moments_gray_plane MomentsGrayPlane MomentsGrayPlane moments_gray_plane
calculates the gray value
moments and the parameters of the approximation of the gray values
by a plane. The calculation is carried out according to the
following formula:
where
is the plane,
,
the center, and
,
, and
the scaled moments of Regions Regions Regions regions regions
.
The parameters Alpha Alpha Alpha alpha alpha
, Beta Beta Beta beta beta
and
Mean Mean Mean mean mean
describe a plane above the region:
Thus Alpha Alpha Alpha alpha alpha
indicates the gradient in the direction of the
line axis (“down”), Beta Beta Beta beta beta
the gradient in the direction
of the column axis (to the “right”).
Attention
Note that the operator moments_gray_plane moments_gray_plane MomentsGrayPlane MomentsGrayPlane moments_gray_plane
only considers
the given Regions Regions Regions regions regions
and ignores any previously set domain
of the input image Image Image Image image image
.
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.
Parameters
Regions Regions Regions regions regions
(input_object) region(-array) →
object HRegion HObject HObject Hobject
Regions to be checked.
Image Image Image image image
(input_object) singlechannelimage →
object HImage HObject HObject Hobject (byte / direction / cyclic / uint2 / real)
Corresponding gray values.
MRow MRow MRow MRow mrow
(output_control) real(-array) →
HTuple Sequence[float] HTuple Htuple (real) (double ) (double ) (double )
Mixed moments along a line.
MCol MCol MCol MCol mcol
(output_control) real(-array) →
HTuple Sequence[float] HTuple Htuple (real) (double ) (double ) (double )
Mixed moments along a column.
Alpha Alpha Alpha alpha alpha
(output_control) real(-array) →
HTuple Sequence[float] HTuple Htuple (real) (double ) (double ) (double )
Parameter Alpha of the approximating plane.
Beta Beta Beta beta beta
(output_control) real(-array) →
HTuple Sequence[float] HTuple Htuple (real) (double ) (double ) (double )
Parameter Beta of the approximating plane.
Mean Mean Mean mean mean
(output_control) real(-array) →
HTuple Sequence[float] HTuple Htuple (real) (double ) (double ) (double )
Mean gray value.
Result
The operator moments_gray_plane moments_gray_plane MomentsGrayPlane MomentsGrayPlane moments_gray_plane
returns the value 2 (
H_MSG_TRUE )
if an
image with the defined gray values ('byte' "byte" "byte" "byte" "byte" ) is entered and
the parameters are correct. The behavior in case of empty input (no
input images available) is set via the operator
set_system(::'no_object_result',<Result>:) set_system("no_object_result",<Result>) SetSystem("no_object_result",<Result>) SetSystem("no_object_result",<Result>) set_system("no_object_result",<Result>)
, the behavior
in case of empty region is set via
set_system(::'empty_region_result',<Result>:) set_system("empty_region_result",<Result>) SetSystem("empty_region_result",<Result>) SetSystem("empty_region_result",<Result>) set_system("empty_region_result",<Result>)
.
If necessary an exception is raised.
Possible Predecessors
draw_region draw_region DrawRegion DrawRegion draw_region
,
gen_circle gen_circle GenCircle GenCircle gen_circle
,
gen_ellipse gen_ellipse GenEllipse GenEllipse gen_ellipse
,
gen_rectangle1 gen_rectangle1 GenRectangle1 GenRectangle1 gen_rectangle1
,
gen_rectangle2 gen_rectangle2 GenRectangle2 GenRectangle2 gen_rectangle2
,
threshold threshold Threshold Threshold threshold
,
regiongrowing regiongrowing Regiongrowing Regiongrowing regiongrowing
See also
intensity intensity Intensity Intensity intensity
,
moments_region_2nd moments_region_2nd MomentsRegion2nd MomentsRegion2nd moments_region_2nd
References
R. Haralick, L. Shapiro; “Computer and Robot Vision”;
Addison-Wesley, 1992, pp 75-76
Module
Foundation