10 #include <CTraitsTest.h> 11 #include <gtest/gtest.h> 14 #include <Eigen/Dense> 20 template class mrpt::CTraitsTest<mrpt::math::CSparseMatrix>;
30 for (
size_t i = 0; i < nEntries; i++)
52 EXPECT_TRUE(dense_out == dense1) <<
"Failed with N=" << N <<
"\n";
55 TEST(SparseMatrix, InitFromDenseUnit)
69 EXPECT_TRUE(dense_out == dense1) <<
"Failed with N=" << N <<
"\n";
72 TEST(SparseMatrix, InitFromDenseRandom)
79 TEST(SparseMatrix, InitFromTriplet)
103 TEST(SparseMatrix, InitFromSparse)
118 << dense_out << endl;
121 TEST(SparseMatrix, InitFromRandom)
134 size_t nRows1,
size_t nCols1,
size_t nNonZeros1,
size_t nRows2,
143 (*op1)(SM1, SM2, SM_res);
154 const double err = (RES - Dres).array().abs().
maxCoeff();
158 << D2 <<
"Real op result:\n" 159 << RES <<
"SM result:\n" 198 TEST(SparseMatrix, Op_Multiply_AB)
212 TEST(SparseMatrix, CholeskyDecomp)
Scalar maxCoeff() const
Maximum value in the matrix/vector.
MATRIX drawDefinitePositiveMatrix(const size_t dim, const double std_scale=1.0, const double diagonal_epsilon=1e-8)
Generates a random definite-positive matrix of the given size, using the formula C = v*v^t + epsilon*...
void setColCount(const size_t nCols)
EXPECT_TRUE(mrpt::system::fileExists(ini_fil))
void do_matrix_op_test(size_t nRows1, size_t nCols1, size_t nNonZeros1, size_t nRows2, size_t nCols2, size_t nNonZeros2, TMatrixSMOperator op1, TMatrixDenseOperator op2)
bool chol(Derived &U) const
Cholesky M=UT * U decomposition for symmetric matrix (upper-half of the matrix is actually ignored...
void drawGaussian1DMatrix(MAT &matrix, const double mean=0, const double std=1)
Fills the given matrix with independent, 1D-normally distributed samples.
Auxiliary class to hold the results of a Cholesky factorization of a sparse matrix.
bool isSquare() const
returns true if matrix is NxN
A sparse matrix structure, wrapping T.
void compressFromTriplet()
ONLY for TRIPLET matrices: convert the matrix in a column-compressed form.
void(*)(const CMatrixDouble &M1, const CMatrixDouble &M2, CMatrixDouble &res) TMatrixDenseOperator
void op_dense_multiply_AB(const CMatrixDouble &M1, const CMatrixDouble &M2, CMatrixDouble &res)
void insert_entry(const size_t row, const size_t col, const double val)
@ Access the matrix, get, set elements, etc.
A sparse matrix container (with cells of any type), with iterators.
CMatrixDouble get_L() const
Return the L matrix (L*L' = M), as a dense matrix.
void get_dense(CMatrixDouble &outMat) const
Return a dense representation of the sparse matrix.
This base provides a set of functions for maths stuff.
void op_sparse_multiply_AB(const CSparseMatrix &M1, const CSparseMatrix &M2, CSparseMatrix &res)
void do_test_init_to_unit(size_t N)
TEST(SparseMatrix, InitFromDenseUnit)
void do_test_init_random(size_t N)
void setRowCount(const size_t nRows)
Change the number of rows in the matrix (can't be lower than current size)
void clear(const size_t nRows=1, const size_t nCols=1)
Erase all previous contents and leave the matrix as a "triplet" ROWS x COLS matrix without any nonzer...
This is the global namespace for all Mobile Robot Programming Toolkit (MRPT) libraries.
void op_dense_add(const CMatrixDouble &M1, const CMatrixDouble &M2, CMatrixDouble &res)
void insert_submatrix(const size_t row, const size_t col, const MATRIX &M)
ONLY for TRIPLET matrices: insert a given matrix (in any of the MRPT formats) at a given location of ...
CRandomGenerator & getRandomGenerator()
A static instance of a CRandomGenerator class, for use in single-thread applications.
EIGEN_MAP asEigen()
Get as an Eigen-compatible Eigen::Map object.
void op_sparse_add(const CSparseMatrix &M1, const CSparseMatrix &M2, CSparseMatrix &res)
void(*)(const CSparseMatrix &M1, const CSparseMatrix &M2, CSparseMatrix &res) TMatrixSMOperator
void generateRandomSparseMatrix(size_t N, size_t M, size_t nEntries, CSparseMatrix &MAT)