#include <algorithm>
#include <vector>
#include <nil/crypto3/math/polynomial/basic_operations.hpp>
#include <nil/crypto3/math/polynomial/xgcd.hpp>

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Namespaces
	nil

	nil::crypto3

	nil::crypto3::math

Functions
template<typename FieldType >
void	nil::crypto3::math::compute_subproduct_tree (std::vector< std::vector< std::vector< typename FieldType::value_type >>> &T, std::size_t m)

template<typename FieldType >
void	nil::crypto3::math::monomial_to_newton_basis (std::vector< typename FieldType::value_type > &a, const std::vector< std::vector< std::vector< typename FieldType::value_type >>> &T, size_t n)

template<typename FieldType , typename Range1 , typename Range2 , typename Range3 >
void	nil::crypto3::math::monomial_to_newton_basis_geometric (Range1 &a, const Range2 &geometric_sequence, const Range3 &geometric_triangular_sequence, const std::size_t &n)

template<typename FieldType >
void	nil::crypto3::math::newton_to_monomial_basis (std::vector< typename FieldType::value_type > &a, const std::vector< std::vector< std::vector< typename FieldType::value_type >>> &T, size_t n)

template<typename FieldType , typename Range1 , typename Range2 , typename Range3 >
void	nil::crypto3::math::newton_to_monomial_basis_geometric (Range1 &a, const Range2 &geometric_sequence, const Range3 &geometric_triangular_sequence, std::size_t n)

Namespaces

Functions