tuw::Munkre Member List

This is the complete list of members for tuw::Munkre, including all inherited members.

find_minimum_assignment(const cv::Mat_< double > costmatrix)tuw::Munkrestatic
find_uncovered_zero(const cv::Mat_< double > C, const std::vector< bool > row_cover, const std::vector< bool > col_cover, int &row, int &col)tuw::Munkreprivatestatic
find_zero_in_col(const cv::Mat_< Zero > M, const size_t col, const Zero type)tuw::Munkreprivatestatic
find_zero_in_row(const cv::Mat_< Zero > M, const size_t row, const Zero type)tuw::Munkreprivatestatic
PRIME enum valuetuw::Munkreprivate
print(const cv::Mat_< double > C, const cv::Mat_< Zero > M, const std::vector< bool > row_cover, const std::vector< bool > col_cover, const size_t step)tuw::Munkreprivatestatic
STAR enum valuetuw::Munkreprivate
step_0(const cv::Mat_< double > costmatrix, cv::Mat_< double > &C, bool &transpose, size_t &k, size_t &step)tuw::Munkreprivatestatic
step_1(cv::Mat_< double > &C, size_t &step)tuw::Munkreprivatestatic
step_2(const cv::Mat_< double > C, cv::Mat_< Zero > &M, std::vector< bool > &row_cover, std::vector< bool > &col_cover, size_t &step)tuw::Munkreprivatestatic
step_3(const cv::Mat_< Zero > M, std::vector< bool > &col_cover, const size_t k, size_t &step)tuw::Munkreprivatestatic
step_4(const cv::Mat_< double > C, cv::Mat_< Zero > &M, std::vector< bool > &row_cover, std::vector< bool > &col_cover, std::vector< std::pair< size_t, size_t >> &path, size_t &step)tuw::Munkreprivatestatic
step_5(cv::Mat_< Zero > M, std::vector< bool > &row_cover, std::vector< bool > &col_cover, std::vector< std::pair< size_t, size_t >> &path, size_t &step)tuw::Munkreprivatestatic
step_6(cv::Mat_< double > C, const std::vector< bool > row_cover, const std::vector< bool > col_cover, size_t &step)tuw::Munkreprivatestatic
step_7(const cv::Mat_< Zero > M, const bool transpose, std::vector< std::pair< size_t, size_t >> &result, size_t &k, size_t &step)tuw::Munkreprivatestatic
UNDEF enum valuetuw::Munkreprivate
Zero enum nametuw::Munkreprivate


tuw_marker_slam
Author(s): Markus Macsek
autogenerated on Mon Jun 10 2019 15:39:09