bertini::blocks Namespace Reference

Namespaces
namespace	describe_detail

Classes
class	BlendBlock
	A block forming the blend (coupling homotopy) H = sum_i c_i(t) * operand_i of several systems. More...
struct	is_block
	Detection trait: does B satisfy the evaluation-block contract? More...
struct	is_block< B, std::void_t< decltype(std::declval< const B & >().NumFunctions()), decltype(std::declval< const B & >().DependsOnPathVariable()), decltype(std::declval< const B & >().Precision()), decltype(std::declval< const B & >().Precision(0u)), decltype(std::declval< const B & >().Degrees()), decltype(std::declval< const B & >().Degrees(std::declval< VariableGroup const & >())), decltype(std::declval< const B & >().IsHomogeneous(std::declval< VariableGroup const & >())), decltype(std::declval< const B & >().IsPolynomial(std::declval< VariableGroup const & >())), decltype(std::declval< B & >().Homogenize(std::declval< VariableGroup const & >(), std::declval< std::shared_ptr< node::Variable > const & >())), decltype(std::declval< const B & >().template EvalInPlace< complex_dbl >(std::declval< Eigen::Ref< Vec< complex_dbl > > >(), std::declval< Vec< complex_dbl > const & >(), std::declval< complex_dbl const & >())), decltype(std::declval< const B & >().template JacobianInPlace< complex_dbl >(std::declval< Eigen::Ref< Mat< complex_dbl > > >(), std::declval< Vec< complex_dbl > const & >(), std::declval< complex_dbl const & >())), decltype(std::declval< const B & >().template TimeDerivInPlace< complex_dbl >(std::declval< Eigen::Ref< Vec< complex_dbl > > >(), std::declval< Vec< complex_dbl > const & >(), std::declval< complex_dbl const & >()))> >
class	LinearFormsBlock
	A block of system functions, each an affine linear form f_i(x) = c_i . More...
class	PolynomialBlock
	The polynomial evaluation block: function trees + derivatives + SLP. More...
class	ProductsOfLinearsBlock
	A block of system functions, each a product of linear forms. More...
class	RandomizationBlock
	A block that randomizes an overdetermined operand system down to a square one (with a constant coefficient matrix). More...

Variables
template<typename B>
constexpr bool	is_block_v = is_block<B>::value
	Convenience variable template: true iff B satisfies the polynomial-block evaluation interface.

Variable Documentation

is_block_v

template<typename B>

bool bertini::blocks::is_block_v = is_block<B>::value

inlineconstexpr

Convenience variable template: true iff B satisfies the polynomial-block evaluation interface.