Abstract base class for functions from ice model vectors to \(\mathbb{R}\). More...
#include <IPFunctional.hh>
Inheritance diagram for pism::inverse::IPFunctional< IMVecType >:Public Member Functions | |
| IPFunctional (std::shared_ptr< const Grid > grid) | |
| virtual | ~IPFunctional () |
| virtual void | valueAt (IMVecType &x, double *OUTPUT)=0 |
| Computes the value of the functional at the vector x. More... | |
| virtual void | gradientAt (IMVecType &x, IMVecType &gradient)=0 |
| Computes the gradient of the functional at the vector x. More... | |
Protected Attributes | |
| std::shared_ptr< const Grid > | m_grid |
| fem::ElementIterator | m_element_index |
| fem::Q1Element2 | m_element |
Private Member Functions | |
| IPFunctional (IPFunctional const &) | |
| IPFunctional & | operator= (IPFunctional const &) |
Detailed Description
template<class IMVecType>
class pism::inverse::IPFunctional< IMVecType >
Abstract base class for functions from ice model vectors to \(\mathbb{R}\).
Inverse problems frequently involve minimizing a functional, such such as the misfit
\[ J(u) = \int_\Omega |u-u_{\rm obs}|^2 \]
between observed ( \(u_{\rm obs}\)) and modeled ( \(u\)) surface velocities. Subclasses of IPFunctional define such maps, and permit computation of their gradients.
Definition at line 41 of file IPFunctional.hh.
The documentation for this class was generated from the following file:
- src/inverse/functional/IPFunctional.hh
