DUNE PDELab (2.8)
Dune::Functions::Polynomial< K > Class Template Reference
A scalar polynomial implementation. More...
#include <dune/functions/analyticfunctions/polynomial.hh>
Public Member Functions | |
Polynomial ()=default | |
Default constructor. | |
Polynomial (const Polynomial &other)=default | |
Copy constructor. | |
Polynomial (Polynomial &&other)=default | |
Move constructor. | |
Polynomial & | operator= (const Polynomial &other)=default |
Copy-assignment operator. | |
Polynomial & | operator= (Polynomial &&other)=default |
Move-assignment operator. | |
Polynomial (std::initializer_list< K > coefficients) | |
Create from list of coefficients. More... | |
Polynomial (std::vector< K > &&coefficients) | |
Create from list of coefficients. More... | |
Polynomial (const std::vector< K > &coefficients) | |
Create from list of coefficients. More... | |
K | operator() (const K &x) const |
Evaluate polynomial. | |
const std::vector< K > & | coefficients () const |
Obtain reference to coefficient vector. | |
Detailed Description
template<class K>
class Dune::Functions::Polynomial< K >
class Dune::Functions::Polynomial< K >
A scalar polynomial implementation.
- Template Parameters
-
K Scalar type. The polynomial will map K to K
This class exists mainly to demonstrate how to implement the Concept::DifferentiableFunction<Range(Domain), DerivativeTraits> concept.
Constructor & Destructor Documentation
◆ Polynomial() [1/3]
template<class K >
|
inline |
Create from list of coefficients.
Coefficients are ordered in accordance with the corresponding monomial order
◆ Polynomial() [2/3]
template<class K >
|
inline |
Create from list of coefficients.
Coefficients are ordered in accordance with the corresponding monomial order. This will move the coefficients from givven vector.
◆ Polynomial() [3/3]
template<class K >
|
inline |
Create from list of coefficients.
Coefficients are ordered in accordance with the corresponding monomial order. This will copy coefficients from given vector.
The documentation for this class was generated from the following file:
- dune/functions/analyticfunctions/polynomial.hh
|
Legal Statements / Impressum |
Hosted by TU Dresden |
generated with Hugo v0.111.3
(Dec 22, 23:30, 2024)