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KratosMultiphysics
KRATOS Multiphysics (Kratos) is a framework for building parallel, multi-disciplinary simulation software, aiming at modularity, extensibility, and high performance. Kratos is written in C++, and counts with an extensive Python interface.
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#include <cmath>#include "polynomial_utilities.h"#include "includes/define.h"#include "utilities/brent_iteration.h"Namespaces | |
| Kratos | |
| REF: G. R. Cowper, GAUSSIAN QUADRATURE FORMULAS FOR TRIANGLES. | |
| Kratos::PolynomialUtilities | |
Functions | |
| std::size_t | Kratos::PolynomialUtilities::Degree (const PolynomialType &rPolynomial) |
| double | Kratos::PolynomialUtilities::Evaluate (const PolynomialType &rPolynomial, double x) |
| PolynomialType | Kratos::PolynomialUtilities::Differentiate (const PolynomialType &rPolynomial) |
| PolynomialType | Kratos::PolynomialUtilities::Multiply (const PolynomialType &rA, const PolynomialType &rB) |
| void | Kratos::PolynomialUtilities::Divide (PolynomialType &rQuotient, PolynomialType &rRemainder, const PolynomialType &rA, const PolynomialType &rB) |
| void | Kratos::PolynomialUtilities::IsolateRoots (std::vector< IntervalType > &rRootIntervals, const PolynomialType &rPolynomial, const IntervalType &rRange) |
| Define disjoint subintervals of rRange, each containing a single root of rPolynomial. More... | |
| double | Kratos::PolynomialUtilities::FindRoot (const PolynomialType &rPolynomial, const IntervalType &rRange) |
| Find a root of rPolynomial within the interval defined by rRange. More... | |