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Base class for all Gaussian expectations defined in the module rtslam. More...
Base class for all Gaussian expectations defined in the module rtslam.
The expectation is defined as the projection of the state into the measurement space:
where the function h(x) belongs to some observation model.
Its covariances matrix is computed via Gaussian uncertainty propagation using the Jacobians of h():
with EXP_rsl = dexp/dx = dh(x)/dx, computed also by the observation model.
Definition at line 41 of file expectation.hpp.
#include <expectation.hpp>
Public Member Functions | |
Expectation (const size_t _size, const size_t _size_nonobs=0) | |
size constructor | |
Public Attributes | |
vec | nonObs |
Expected value of the non-observable part. | |
bool | visible |
double | infoGain |
Friends | |
std::ostream & | operator<< (std::ostream &s, Expectation const &e_) |
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