ALP User Documentation 0.7.alpha
Algebraic Programming User Documentation
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Implements the BiCGstab algorithm. More...
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Namespaces | |
namespace | grb |
The ALP/GraphBLAS namespace. | |
namespace | grb::algorithms |
The namespace for ALP/GraphBLAS algorithms. | |
Functions | |
template<Descriptor descr = descriptors::no_operation, typename IOType , typename NonzeroType , typename InputType , typename ResidualType , class Semiring = Semiring< operators::add< InputType, InputType, InputType >, operators::mul< IOType, NonzeroType, InputType >, identities::zero, identities::one >, class Minus = operators::subtract< ResidualType >, class Divide = operators::divide< ResidualType >> | |
RC | bicgstab (grb::Vector< IOType > &x, const grb::Matrix< NonzeroType > &A, const grb::Vector< InputType > &b, const size_t max_iterations, ResidualType tol, size_t &iterations, ResidualType &residual, Vector< InputType > &r, Vector< InputType > &rhat, Vector< InputType > &p, Vector< InputType > &v, Vector< InputType > &s, Vector< InputType > &t, const Semiring &semiring=Semiring(), const Minus &minus=Minus(), const Divide ÷=Divide()) |
Solves a linear system \( b = Ax \) with \( x \) unknown by using the bi-conjugate gradient (bi-CG) stabilised method; i.e., BiCGstab. | |
Implements the BiCGstab algorithm.
To be taken with a pinch of salt, as it is highly subjective: