ARTS
2.3.1285(git:92a29ea9-dirty)
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A constant view of a ComplexMatrix. More...
#include <complex.h>
Public Types | |
typedef ConstComplexIterator2D | const_iterator |
Public Member Functions | |
constexpr | ConstComplexMatrixView (const ConstComplexMatrixView &)=default |
constexpr | ConstComplexMatrixView (ConstComplexMatrixView &&)=default |
ConstComplexMatrixView & | operator= (const ConstComplexMatrixView &)=default |
ConstComplexMatrixView & | operator= (ConstComplexMatrixView &&)=default |
bool | empty () const |
Index | nrows () const |
Index | ncols () const |
Complex | operator() (Index r, Index c) const |
Plain const index operator. More... | |
Complex | get (Index r, Index c) const |
Get element implementation without assertions. More... | |
Numeric | get_real (Index r, Index c) const |
Get element implementation without assertions. More... | |
Numeric | get_imag (Index r, Index c) const |
Get element implementation without assertions. More... | |
ConstMatrixView | real () const |
Get a view of the real part of the matrix. More... | |
ConstMatrixView | imag () const |
Get a view of the imaginary part of the matrix. More... | |
Index | get_column_extent () const |
Get the extent of the underlying data. More... | |
ConstComplexMatrixView | operator() (const Range &r, const Range &c) const |
Returns true if variable size is zero. More... | |
ConstComplexVectorView | operator() (const Range &r, Index c) const |
Const index operator returning a column as an object of type C onstComplex*VectorView. More... | |
ConstComplexVectorView | operator() (Index r, const Range &c) const |
Const index operator returning a row as an object of type C onstComplex*VectorView. More... | |
ConstComplexIterator2D | begin () const |
Return const iterator to first row. More... | |
ConstComplexIterator2D | end () const |
Return const iterator behind last row. More... | |
ConstComplexVectorView | diagonal () const |
ComplexMatrix diagonal as vector. More... | |
virtual | ~ConstComplexMatrixView ()=default |
Destructor. More... | |
Protected Member Functions | |
ConstComplexMatrixView ()=default | |
ConstComplexMatrixView (Complex *data, const Range &r, const Range &c) | |
Explicit constructor. More... | |
ConstComplexMatrixView (Complex *data, const Range &pr, const Range &pc, const Range &nr, const Range &nc) | |
Recursive constructor. More... | |
Protected Attributes | |
Range | mrr {0, 0, 1} |
The row range of mdata that is actually used. More... | |
Range | mcr {0, 0, 1} |
The column range of mdata that is actually used. More... | |
Complex * | mdata {nullptr} |
Pointer to the plain C array that holds the data. More... | |
Friends | |
class | ComplexMatrixView |
class | ConstComplexVectorView |
ConstComplexMatrixView | transpose (ConstComplexMatrixView m) |
Const version of transpose. More... | |
void | mult (ComplexVectorView, const ConstComplexMatrixView &, const ConstComplexVectorView &) |
Matrix-Vector Multiplication. More... | |
void | mult (ComplexMatrixView, const ConstComplexMatrixView &, const ConstComplexMatrixView &) |
Matrix-Matrix Multiplication. More... | |
void | mult (ComplexMatrixView, const ConstMatrixView &, const ConstComplexMatrixView &) |
void | mult (ComplexMatrixView, const ConstComplexMatrixView &, const ConstMatrixView &) |
ComplexConstMatrixViewMap | MapToEigen (const ConstComplexMatrixView &) |
ComplexMatrixViewMap | MapToEigen (ComplexMatrixView &) |
A constant view of a ComplexMatrix.
This, together with the derived class Complex*MatrixView, contains the * main implementation of a ComplexMatrix. It defines the concepts of ComplexMatrixView. Plus additionally the recursive subrange operator, which makes it possible to create a ComplexMatrixView from a subrange of a ComplexMatrixView.
The class ComplexMatrix is just a special case of a ComplexMatrixView which also allocates storage.
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Destructor.
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Referenced by transpose().
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Explicit constructor.
This one is used by Matrix to initialize its own MatrixView part. The row range rr must have a stride to account for the length of one row.
Definition at line 829 of file complex.cc.
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Recursive constructor.
This is used to construct SubMatrices from SubMatrices. That means that the new ranges have to be interpreted relative to the original ranges.
The new ranges may contain -1 for the extent which acts as a joker. However, the used Range constructor converts this to an explicit range, consistent with the original Range.
Definition at line 850 of file complex.cc.
ConstComplexIterator2D ConstComplexMatrixView::begin | ( | ) | const |
Return const iterator to first row.
Definition at line 798 of file complex.cc.
References ComplexVectorView::ConstComplexIterator2D, ConstComplexVectorView::ConstComplexVectorView(), and ConstComplexVectorView::mdata.
Referenced by ComplexMatrix::ComplexMatrix(), ComplexMatrixView::operator*=(), ComplexMatrixView::operator+=(), ComplexMatrixView::operator-=(), ComplexMatrixView::operator/=(), operator<<(), and ComplexMatrixView::operator=().
ConstComplexVectorView ConstComplexMatrixView::diagonal | ( | ) | const |
ComplexMatrix diagonal as vector.
R eturns a ConstComplex*MatrixView on the diagonal entries of the matrix. For a given (n,m) matrix M the diagonal vector v is the vector of length min{n,m} with entries
v[i] = M(i,i)
Definition at line 820 of file complex.cc.
References ConstComplexVectorView::ConstComplexVectorView(), ConstComplexVectorView::mdata, min, and n.
ConstComplexIterator2D ConstComplexMatrixView::end | ( | ) | const |
Return const iterator behind last row.
Definition at line 804 of file complex.cc.
References ComplexVectorView::ConstComplexIterator2D, ConstComplexVectorView::ConstComplexVectorView(), and ConstComplexVectorView::mdata.
Referenced by ComplexMatrix::ComplexMatrix(), ComplexMatrixView::operator*=(), ComplexMatrixView::operator+=(), ComplexMatrixView::operator-=(), ComplexMatrixView::operator/=(), operator<<(), and ComplexMatrixView::operator=().
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Get the extent of the underlying data.
Definition at line 665 of file complex.h.
Referenced by diagonalize().
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Get a view of the imaginary part of the matrix.
Definition at line 661 of file complex.h.
Referenced by get_maximum_error().
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Definition at line 631 of file complex.h.
Referenced by diagonalize(), get_maximum_error(), inv(), ComplexMatrix::inv(), MapToEigen(), mult(), ComplexMatrixView::operator*=(), ComplexMatrixView::operator+=(), ComplexMatrixView::operator-=(), ComplexMatrixView::operator/=(), and random_fill_matrix().
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Definition at line 630 of file complex.h.
Referenced by diagonalize(), get_maximum_error(), inv(), ComplexMatrix::inv(), MapToEigen(), mult(), ComplexMatrixView::operator*=(), ComplexMatrixView::operator+=(), ComplexMatrixView::operator-=(), ComplexMatrixView::operator/=(), and random_fill_matrix().
ConstComplexMatrixView ConstComplexMatrixView::operator() | ( | const Range & | r, |
const Range & | c | ||
) | const |
Returns true if variable size is zero.
Returns the number of rows. Returns the number of columns. Const index operator for subrange. We have to also account for the case, that *this is already a subrange of a Matrix. This allows correct recursive behavior.
Definition at line 764 of file complex.cc.
ConstComplexVectorView ConstComplexMatrixView::operator() | ( | const Range & | r, |
Index | c | ||
) | const |
Const index operator returning a column as an object of type C onstComplex*VectorView.
r | A range of rows. |
c | Index of selected column |
Definition at line 774 of file complex.cc.
ConstComplexVectorView ConstComplexMatrixView::operator() | ( | Index | r, |
const Range & | c | ||
) | const |
Const index operator returning a row as an object of type C onstComplex*VectorView.
r | Index of selected row. |
c | Range of columns |
Definition at line 788 of file complex.cc.
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Get a view of the real part of the matrix.
Definition at line 657 of file complex.h.
Referenced by get_maximum_error().
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Definition at line 1655 of file complex.cc.
Referenced by MapToEigenRow(), and mult().
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Definition at line 1685 of file complex.cc.
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Matrix-Vector Multiplication.
Uses the Eigen library. Be carful to test the size of your input beforehand.
For left-hand multiplication, please use pure matrix-mult.
[out] | y | The length-m ComplexVectorView where the result is stored. |
[in] | M | Reference to the m-times-n Const{Complex,}MatrixView holding the matrix M. |
[in] | x | Reference to the length-n Const{Complex,}VectorView holding the vector x. |
Definition at line 1579 of file complex.cc.
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Matrix-Matrix Multiplication.
Uses the Eigen library. Be carful to test the size of your input beforehand. Note that to keep speed, the inputs should be different variables. There is memory duplication if this is not the case. Note that it is mdata that is checked, so even if the matrices are at different parts of a tensor, there is still a slowdown
[in,out] | A | The matrix A, that will hold the result of the multiplication. |
[in] | B | The matrix B |
[in] | C | The matrix C |
Definition at line 1604 of file complex.cc.
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Definition at line 1630 of file complex.cc.
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Definition at line 1617 of file complex.cc.
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Const version of transpose.
Definition at line 1509 of file complex.cc.
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The column range of mdata that is actually used.
Definition at line 717 of file complex.h.
Referenced by ComplexMatrixView::begin(), ComplexMatrixView::diagonal(), ComplexMatrixView::end(), ComplexMatrixView::get_c_array(), MapToEigen(), ComplexMatrixView::operator=(), swap(), and transpose().
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Pointer to the plain C array that holds the data.
Definition at line 719 of file complex.h.
Referenced by ComplexMatrixView::begin(), ComplexMatrixView::diagonal(), ComplexMatrixView::end(), ComplexMatrixView::get_c_array(), ComplexMatrix::inv(), MapToEigen(), mult(), swap(), transpose(), and ComplexMatrix::~ComplexMatrix().
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The row range of mdata that is actually used.
Definition at line 715 of file complex.h.
Referenced by ComplexMatrixView::begin(), ComplexMatrixView::diagonal(), ComplexMatrixView::end(), ComplexMatrixView::get_c_array(), MapToEigen(), ComplexMatrixView::operator=(), swap(), and transpose().