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submodule
opencv
Commits
eb6994f5
Commit
eb6994f5
authored
Aug 30, 2010
by
Vadim Pisarevsky
Browse files
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Plain Diff
fixed Mat(const Matx&) constructor; added SVD(Matx)
parent
e48a456d
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Showing
3 changed files
with
119 additions
and
51 deletions
+119
-51
core.hpp
modules/core/include/opencv2/core/core.hpp
+15
-0
mat.hpp
modules/core/include/opencv2/core/mat.hpp
+30
-1
lapack.cpp
modules/core/src/lapack.cpp
+74
-50
No files found.
modules/core/include/opencv2/core/core.hpp
View file @
eb6994f5
...
...
@@ -2046,6 +2046,21 @@ public:
//! the operator that performs SVD. The previously allocated SVD::u, SVD::w are SVD::vt are released.
SVD
&
operator
()(
const
Mat
&
m
,
int
flags
=
0
);
//! decomposes matrix and stores the results to user-provided matrices
static
void
compute
(
const
Mat
&
m
,
Mat
&
w
,
Mat
&
u
,
Mat
&
vt
,
int
flags
=
0
);
//! computes singular values of a matrix
static
void
compute
(
const
Mat
&
m
,
Mat
&
w
,
int
flags
=
0
);
//! performs back substitution
static
void
backSubst
(
const
Mat
&
w
,
const
Mat
&
u
,
const
Mat
&
vt
,
const
Mat
&
rhs
,
Mat
&
dst
);
template
<
typename
_Tp
,
int
m
,
int
n
,
int
nm
>
static
void
compute
(
const
Matx
<
_Tp
,
m
,
n
>&
a
,
Matx
<
_Tp
,
nm
,
1
>&
w
,
Matx
<
_Tp
,
m
,
nm
>&
u
,
Matx
<
_Tp
,
n
,
nm
>&
vt
);
template
<
typename
_Tp
,
int
m
,
int
n
,
int
nm
>
static
void
compute
(
const
Matx
<
_Tp
,
m
,
n
>&
a
,
Matx
<
_Tp
,
nm
,
1
>&
w
);
template
<
typename
_Tp
,
int
m
,
int
n
,
int
nm
,
int
nb
>
static
void
backSubst
(
const
Matx
<
_Tp
,
nm
,
1
>&
w
,
const
Matx
<
_Tp
,
m
,
nm
>&
u
,
const
Matx
<
_Tp
,
n
,
nm
>&
vt
,
const
Matx
<
_Tp
,
m
,
nb
>&
rhs
,
Matx
<
_Tp
,
n
,
nb
>&
dst
);
//! finds dst = arg min_{|dst|=1} |m*dst|
static
void
solveZ
(
const
Mat
&
m
,
Mat
&
dst
);
//! performs back substitution, so that dst is the solution or pseudo-solution of m*dst = rhs, where m is the decomposed matrix
...
...
modules/core/include/opencv2/core/mat.hpp
View file @
eb6994f5
...
...
@@ -258,7 +258,7 @@ template<typename _Tp, int m, int n> inline Mat::Mat(const Matx<_Tp,m,n>& M, boo
{
rows
=
m
;
cols
=
n
;
step
=
sizeof
(
_Tp
);
step
=
n
*
sizeof
(
_Tp
);
data
=
datastart
=
(
uchar
*
)
M
.
val
;
dataend
=
datastart
+
rows
*
step
;
}
...
...
@@ -649,6 +649,35 @@ inline void SVD::solveZ( const Mat& m, Mat& dst )
svd
.
vt
.
row
(
svd
.
vt
.
rows
-
1
).
reshape
(
1
,
svd
.
vt
.
cols
).
copyTo
(
dst
);
}
template
<
typename
_Tp
,
int
m
,
int
n
,
int
nm
>
inline
void
SVD
::
compute
(
const
Matx
<
_Tp
,
m
,
n
>&
a
,
Matx
<
_Tp
,
nm
,
1
>&
w
,
Matx
<
_Tp
,
m
,
nm
>&
u
,
Matx
<
_Tp
,
n
,
nm
>&
vt
)
{
assert
(
nm
==
MIN
(
m
,
n
));
Mat
_a
(
a
,
false
),
_u
(
u
,
false
),
_w
(
w
,
false
),
_vt
(
vt
,
false
);
SVD
::
compute
(
_a
,
_w
,
_u
,
_vt
);
CV_Assert
(
_w
.
data
==
(
uchar
*
)
&
w
.
val
[
0
]
&&
_u
.
data
==
(
uchar
*
)
&
u
.
val
[
0
]
&&
_vt
.
data
==
(
uchar
*
)
&
vt
.
val
[
0
]);
}
template
<
typename
_Tp
,
int
m
,
int
n
,
int
nm
>
inline
void
SVD
::
compute
(
const
Matx
<
_Tp
,
m
,
n
>&
a
,
Matx
<
_Tp
,
nm
,
1
>&
w
)
{
assert
(
nm
==
MIN
(
m
,
n
));
Mat
_a
(
a
,
false
),
_w
(
w
,
false
);
SVD
::
compute
(
_a
,
_w
);
CV_Assert
(
_w
.
data
==
(
uchar
*
)
&
w
.
val
[
0
]);
}
template
<
typename
_Tp
,
int
m
,
int
n
,
int
nm
,
int
nb
>
inline
void
SVD
::
backSubst
(
const
Matx
<
_Tp
,
nm
,
1
>&
w
,
const
Matx
<
_Tp
,
m
,
nm
>&
u
,
const
Matx
<
_Tp
,
n
,
nm
>&
vt
,
const
Matx
<
_Tp
,
m
,
nb
>&
rhs
,
Matx
<
_Tp
,
n
,
nb
>&
dst
)
{
assert
(
nm
==
MIN
(
m
,
n
));
Mat
_u
(
u
,
false
),
_w
(
w
,
false
),
_vt
(
vt
,
false
),
_rhs
(
_rhs
,
false
),
_dst
(
dst
,
false
);
SVD
::
backSubst
(
_w
,
_u
,
_vt
,
_rhs
,
_dst
);
CV_Assert
(
_dst
.
data
==
(
uchar
*
)
&
dst
.
val
[
0
]);
}
///////////////////////////////// Mat_<_Tp> ////////////////////////////////////
template
<
typename
_Tp
>
inline
Mat_
<
_Tp
>::
Mat_
()
:
...
...
modules/core/src/lapack.cpp
View file @
eb6994f5
...
...
@@ -1316,60 +1316,62 @@ SVBkSb( int m, int n, const T* w, int incw,
}
SVD
&
SVD
::
operator
()(
const
Mat
&
a
,
int
flags
)
static
void
_SVDcompute
(
const
Mat
&
a
,
Mat
&
w
,
Mat
*
u
,
Mat
*
vt
,
int
flags
)
{
integer
m
=
a
.
rows
,
n
=
a
.
cols
,
mn
=
std
::
max
(
m
,
n
),
nm
=
std
::
min
(
m
,
n
);
int
type
=
a
.
type
(),
elem_size
=
(
int
)
a
.
elemSize
();
bool
compute_uv
=
u
&&
vt
;
if
(
flags
&
NO_UV
)
if
(
flags
&
SVD
::
NO_UV
)
{
u
.
release
();
vt
.
release
();
if
(
u
)
u
->
release
();
if
(
vt
)
vt
->
release
();
u
=
vt
=
0
;
}
else
if
(
compute_uv
)
{
u
.
create
(
(
int
)
m
,
(
int
)((
flags
&
FULL_UV
)
?
m
:
nm
),
type
);
vt
.
create
(
(
int
)((
flags
&
FULL_UV
)
?
n
:
nm
),
n
,
type
);
u
->
create
(
(
int
)
m
,
(
int
)((
flags
&
SVD
::
FULL_UV
)
?
m
:
nm
),
type
);
vt
->
create
(
(
int
)((
flags
&
SVD
::
FULL_UV
)
?
n
:
nm
),
n
,
type
);
}
w
.
create
(
nm
,
1
,
type
);
Mat
_a
=
a
;
int
a_ofs
=
0
,
work_ofs
=
0
,
iwork_ofs
=
0
,
buf_size
=
0
;
bool
temp_a
=
false
;
double
u1
=
0
,
v1
=
0
,
work1
=
0
;
float
uf1
=
0
,
vf1
=
0
,
workf1
=
0
;
integer
lda
,
ldu
,
ldv
,
lwork
=-
1
,
iwork1
=
0
,
info
=
0
;
char
mode
[]
=
{
u
.
data
||
vt
.
data
?
'S'
:
'N'
,
'\0'
};
if
(
m
!=
n
&&
!
(
flags
&
NO_UV
)
&&
(
flags
&
FULL_UV
)
)
char
mode
[]
=
{
compute_uv
?
'S'
:
'N'
,
'\0'
};
if
(
m
!=
n
&&
compute_uv
&&
(
flags
&
SVD
::
FULL_UV
)
)
mode
[
0
]
=
'A'
;
if
(
!
(
flags
&
MODIFY_A
)
)
if
(
!
(
flags
&
SVD
::
MODIFY_A
)
)
{
if
(
mode
[
0
]
==
'N'
||
mode
[
0
]
==
'A'
)
temp_a
=
true
;
else
if
(
((
vt
.
data
&&
a
.
size
()
==
vt
.
size
())
||
(
u
.
data
&&
a
.
size
()
==
u
.
size
()))
&&
mode
[
0
]
==
'S'
)
else
if
(
compute_uv
&&
(
a
.
size
()
==
vt
->
size
()
||
a
.
size
()
==
u
->
size
())
&&
mode
[
0
]
==
'S'
)
mode
[
0
]
=
'O'
;
}
lda
=
a
.
cols
;
ldv
=
ldu
=
mn
;
if
(
type
==
CV_32F
)
{
sgesdd_
(
mode
,
&
n
,
&
m
,
(
float
*
)
a
.
data
,
&
lda
,
(
float
*
)
w
.
data
,
&
vf1
,
&
ldv
,
&
uf1
,
&
ldu
,
&
workf1
,
&
lwork
,
&
iwork1
,
&
info
);
&
vf1
,
&
ldv
,
&
uf1
,
&
ldu
,
&
workf1
,
&
lwork
,
&
iwork1
,
&
info
);
lwork
=
cvRound
(
workf1
);
}
else
{
dgesdd_
(
mode
,
&
n
,
&
m
,
(
double
*
)
a
.
data
,
&
lda
,
(
double
*
)
w
.
data
,
&
v1
,
&
ldv
,
&
u1
,
&
ldu
,
&
work1
,
&
lwork
,
&
iwork1
,
&
info
);
&
v1
,
&
ldv
,
&
u1
,
&
ldu
,
&
work1
,
&
lwork
,
&
iwork1
,
&
info
);
lwork
=
cvRound
(
work1
);
}
assert
(
info
==
0
);
if
(
temp_a
)
{
...
...
@@ -1384,80 +1386,102 @@ SVD& SVD::operator ()(const Mat& a, int flags)
AutoBuffer
<
uchar
>
buf
(
buf_size
);
uchar
*
buffer
=
(
uchar
*
)
buf
;
if
(
temp_a
)
{
_a
=
Mat
(
a
.
rows
,
a
.
cols
,
type
,
buffer
);
a
.
copyTo
(
_a
);
}
if
(
!
(
flags
&
MODIFY_A
)
&&
!
temp_a
)
if
(
!
(
flags
&
SVD
::
MODIFY_A
)
&&
!
temp_a
)
{
if
(
vt
.
data
&&
a
.
size
()
==
vt
.
size
()
)
if
(
compute_uv
&&
a
.
size
()
==
vt
->
size
()
)
{
a
.
copyTo
(
vt
);
_a
=
vt
;
a
.
copyTo
(
*
vt
);
_a
=
*
vt
;
}
else
if
(
u
.
data
&&
a
.
size
()
==
u
.
size
()
)
else
if
(
compute_uv
&&
a
.
size
()
==
u
->
size
()
)
{
a
.
copyTo
(
u
);
_a
=
u
;
a
.
copyTo
(
*
u
);
_a
=
*
u
;
}
}
if
(
mode
[
0
]
!=
'N'
)
if
(
compute_uv
)
{
ldv
=
(
int
)(
vt
.
step
?
vt
.
step
/
elem_size
:
vt
.
cols
);
ldu
=
(
int
)(
u
.
step
?
u
.
step
/
elem_size
:
u
.
cols
);
ldv
=
(
int
)(
vt
->
step
?
vt
->
step
/
elem_size
:
vt
->
cols
);
ldu
=
(
int
)(
u
->
step
?
u
->
step
/
elem_size
:
u
->
cols
);
}
lda
=
(
int
)(
_a
.
step
?
_a
.
step
/
elem_size
:
_a
.
cols
);
if
(
type
==
CV_32F
)
{
sgesdd_
(
mode
,
&
n
,
&
m
,
(
float
*
)
_a
.
data
,
&
lda
,
(
float
*
)
w
.
data
,
(
float
*
)
vt
.
data
,
&
ldv
,
(
float
*
)
u
.
data
,
&
ldu
,
(
float
*
)(
buffer
+
work_ofs
),
&
lwork
,
(
integer
*
)(
buffer
+
iwork_ofs
),
&
info
);
(
float
*
)
vt
->
data
,
&
ldv
,
(
float
*
)
u
->
data
,
&
ldu
,
(
float
*
)(
buffer
+
work_ofs
),
&
lwork
,
(
integer
*
)(
buffer
+
iwork_ofs
),
&
info
);
}
else
{
dgesdd_
(
mode
,
&
n
,
&
m
,
(
double
*
)
_a
.
data
,
&
lda
,
(
double
*
)
w
.
data
,
(
double
*
)
vt
.
data
,
&
ldv
,
(
double
*
)
u
.
data
,
&
ldu
,
(
double
*
)(
buffer
+
work_ofs
),
&
lwork
,
(
integer
*
)(
buffer
+
iwork_ofs
),
&
info
);
(
double
*
)
vt
->
data
,
&
ldv
,
(
double
*
)
u
->
data
,
&
ldu
,
(
double
*
)(
buffer
+
work_ofs
),
&
lwork
,
(
integer
*
)(
buffer
+
iwork_ofs
),
&
info
);
}
CV_Assert
(
info
>=
0
);
if
(
info
!=
0
)
{
u
=
Scalar
(
0.
);
vt
=
Scalar
(
0.
);
*
u
=
Scalar
(
0.
);
*
vt
=
Scalar
(
0.
);
w
=
Scalar
(
0.
);
}
return
*
this
;
}
void
SVD
::
compute
(
const
Mat
&
a
,
Mat
&
w
,
Mat
&
u
,
Mat
&
vt
,
int
flags
)
{
_SVDcompute
(
a
,
w
,
&
u
,
&
vt
,
flags
);
}
void
SVD
::
backSubst
(
const
Mat
&
rhs
,
Mat
&
dst
)
const
void
SVD
::
compute
(
const
Mat
&
a
,
Mat
&
w
,
int
flags
)
{
_SVDcompute
(
a
,
w
,
0
,
0
,
flags
);
}
void
SVD
::
backSubst
(
const
Mat
&
w
,
const
Mat
&
u
,
const
Mat
&
vt
,
const
Mat
&
rhs
,
Mat
&
dst
)
{
int
type
=
w
.
type
(),
esz
=
(
int
)
w
.
elemSize
();
int
m
=
u
.
rows
,
n
=
vt
.
cols
,
nb
=
rhs
.
data
?
rhs
.
cols
:
m
;
AutoBuffer
<
double
>
buffer
(
nb
);
CV_Assert
(
u
.
data
&&
vt
.
data
&&
w
.
data
);
if
(
rhs
.
data
)
CV_Assert
(
rhs
.
type
()
==
type
&&
rhs
.
rows
==
m
);
dst
.
create
(
n
,
nb
,
type
);
if
(
type
==
CV_32F
)
SVBkSb
(
m
,
n
,
(
float
*
)
w
.
data
,
1
,
(
float
*
)
u
.
data
,
(
int
)(
u
.
step
/
esz
),
false
,
(
float
*
)
vt
.
data
,
(
int
)(
vt
.
step
/
esz
),
true
,
(
float
*
)
rhs
.
data
,
(
int
)(
rhs
.
step
/
esz
),
nb
,
(
float
*
)
dst
.
data
,
(
int
)(
dst
.
step
/
esz
),
buffer
,
10
*
FLT_EPSILON
);
(
float
*
)
vt
.
data
,
(
int
)(
vt
.
step
/
esz
),
true
,
(
float
*
)
rhs
.
data
,
(
int
)(
rhs
.
step
/
esz
),
nb
,
(
float
*
)
dst
.
data
,
(
int
)(
dst
.
step
/
esz
),
buffer
,
10
*
FLT_EPSILON
);
else
if
(
type
==
CV_64F
)
SVBkSb
(
m
,
n
,
(
double
*
)
w
.
data
,
1
,
(
double
*
)
u
.
data
,
(
int
)(
u
.
step
/
esz
),
false
,
(
double
*
)
vt
.
data
,
(
int
)(
vt
.
step
/
esz
),
true
,
(
double
*
)
rhs
.
data
,
(
int
)(
rhs
.
step
/
esz
),
nb
,
(
double
*
)
dst
.
data
,
(
int
)(
dst
.
step
/
esz
),
buffer
,
2
*
DBL_EPSILON
);
(
double
*
)
vt
.
data
,
(
int
)(
vt
.
step
/
esz
),
true
,
(
double
*
)
rhs
.
data
,
(
int
)(
rhs
.
step
/
esz
),
nb
,
(
double
*
)
dst
.
data
,
(
int
)(
dst
.
step
/
esz
),
buffer
,
2
*
DBL_EPSILON
);
else
CV_Error
(
CV_StsUnsupportedFormat
,
""
);
}
SVD
&
SVD
::
operator
()(
const
Mat
&
a
,
int
flags
)
{
_SVDcompute
(
a
,
w
,
&
u
,
&
vt
,
flags
);
return
*
this
;
}
void
SVD
::
backSubst
(
const
Mat
&
rhs
,
Mat
&
dst
)
const
{
backSubst
(
w
,
u
,
vt
,
rhs
,
dst
);
}
}
...
...
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