HLIBpro
2.8.1
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#include <TPermMatrix.hh>
Public Member Functions | |
virtual bool | is_complex () const |
return true, if field type is complex | |
virtual bool | is_self_adjoint () const |
return true, of operator is self adjoint | |
virtual void | apply (const TVector *x, TVector *y, const matop_t op=apply_normal) const |
virtual void | apply_add (const real alpha, const TVector *x, TVector *y, const matop_t op=apply_normal) const |
virtual void | apply_add (const real alpha, const BLAS::Vector< real > &x, BLAS::Vector< real > &y, const matop_t op=apply_normal) const |
virtual size_t | domain_dim () const |
return dimension of domain | |
virtual size_t | range_dim () const |
return dimension of range | |
virtual auto | domain_vector () const -> std::unique_ptr< TVector > |
return vector in domain space | |
virtual auto | range_vector () const -> std::unique_ptr< TVector > |
return vector in range space | |
Public Member Functions inherited from TTypeInfo | |
virtual typeid_t | type () const =0 |
return type ID of object | |
virtual bool | is_type (const typeid_t t) const |
return true if local object is of given type ID t | |
virtual std::string | typestr () const |
return string representation of type | |
implements a permuted matrix, e.g., P·A·R
For a given, general matrix A and two permutations R, P, the product \(P \cdot A \cdot R\) is represented. If P/R is nullptr, it is treated as identity.
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mapping function of linear operator \(A\), e.g. \( y := A(x)\). Depending on op, either \(A\), \(A^T\) or \(A^H\) is applied.
Implements TLinearOperator.
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same as above but only the dimension of the vector spaces is tested, not the corresponding index sets
Implements TLinearOperator.
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mapping function with update: \( y := y + \alpha A(x)\). Depending on op, either \(A\), \(A^T\) or \(A^H\) is applied.
Implements TLinearOperator.