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3rdparty
Eigen
doc
snippets
RealQZ_compute.cpp
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1
MatrixXf
A
= MatrixXf::Random(4,4);
2
MatrixXf
B
= MatrixXf::Random(4,4);
3
RealQZ<MatrixXf>
qz
(4);
// preallocate space for 4x4 matrices
4
qz
.compute(
A
,
B
);
// A = Q S Z, B = Q T Z
5
6
// print original matrices and result of decomposition
7
cout <<
"A:\n"
<<
A
<<
"\n"
<<
"B:\n"
<<
B
<<
"\n"
;
8
cout <<
"S:\n"
<<
qz
.matrixS() <<
"\n"
<<
"T:\n"
<<
qz
.matrixT() <<
"\n"
;
9
cout <<
"Q:\n"
<<
qz
.matrixQ() <<
"\n"
<<
"Z:\n"
<<
qz
.matrixZ() <<
"\n"
;
10
11
// verify precision
12
cout <<
"\nErrors:"
13
<<
"\n|A-QSZ|: "
<< (
A
-
qz
.matrixQ()*
qz
.matrixS()*
qz
.matrixZ()).norm()
14
<<
", |B-QTZ|: "
<< (
B
-
qz
.matrixQ()*
qz
.matrixT()*
qz
.matrixZ()).norm()
15
<<
"\n|QQ* - I|: "
<< (
qz
.matrixQ()*
qz
.matrixQ().adjoint() - MatrixXf::Identity(4,4)).norm()
16
<<
", |ZZ* - I|: "
<< (
qz
.matrixZ()*
qz
.matrixZ().adjoint() - MatrixXf::Identity(4,4)).norm()
17
<<
"\n"
;
B
Definition:
test_numpy_dtypes.cpp:299
A
Definition:
test_numpy_dtypes.cpp:298
qz
RealQZ< MatrixXf > qz(4)
gtsam
Author(s):
autogenerated on Fri Nov 1 2024 03:34:52