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| | SumOwner (const Blackbox1 &A, const Blackbox2 &B) |
| | Constructor from black box matrices.
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| | SumOwner (const Blackbox1 *A_data, const Blackbox2 *B_data) |
| | Constructor from black box pointers.
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| | SumOwner (const SumOwner< Blackbox1, Blackbox2 > &M) |
| | Copy constructor.
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| ~SumOwner (void) |
| | Destructor.
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| template<class OutVector, class InVector> |
| OutVector & | apply (OutVector &y, const InVector &x) const |
| | Application of BlackBox matrix.
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| template<class OutVector, class InVector> |
| OutVector & | applyTranspose (OutVector &y, const InVector &x) const |
| | Application of BlackBox matrix transpose.
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| size_t | rowdim (void) const |
| | Retreive row dimensions of BlackBox matrix.
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| size_t | coldim (void) const |
| | Retreive column dimensions of BlackBox matrix.
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template<class _Blackbox1, class _Blackbox2>
class LinBox::SumOwner< _Blackbox1, _Blackbox2 >
blackbox of a matrix sum without copying.
Adds only at apply time. Given two black boxes A and B of the same dimensions, form a black box representing A+B, i.e., SumOwner(A,B)x=(A+B)x=Ax+Bx
template<class _Blackbox1, class _Blackbox2>
| SumOwner |
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const Blackbox1 * | A_data, |
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const Blackbox2 * | B_data ) |
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inline |
Constructor from black box pointers.
This constructor creates a matrix that is the sum, A + B, of black box matrices.
- Parameters
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| A_data,B_data | pointers to black box matrices. |
template<class _Blackbox1, class _Blackbox2>
template<class OutVector, class InVector>
| OutVector & apply |
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OutVector & | y, |
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const InVector & | x ) const |
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inline |
Application of BlackBox matrix.
\( y= (A+B) \cdot x\). Requires one vector conforming to the LinBox vector archetype. Required by abstract base class.
- Returns
- reference to vector y containing output.
- Parameters
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| x | constant reference to vector to contain input |
| y | |
template<class _Blackbox1, class _Blackbox2>
template<class OutVector, class InVector>
| OutVector & applyTranspose |
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OutVector & | y, |
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const InVector & | x ) const |
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inline |
Application of BlackBox matrix transpose.
\( y= (A+B)^T \cdot x\). Requires one vector conforming to the LinBox vector archetype. Required by abstract base class.
- Returns
- reference to vector y containing output.
- Parameters
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| x | constant reference to vector to contain input |
| y | |