template<typename StorageIndex>
Eigen::MetisOrdering class

Get the fill-reducing ordering from the METIS package

If A is the original matrix and Ap is the permuted matrix, the fill-reducing permutation is defined as follows : Row (column) i of A is the matperm(i) row (column) of Ap. WARNING: As computed by METIS, this corresponds to the vector iperm (instead of perm)

Tab / T to search, Esc to close

…

Search for symbols, directories, files, pages or modules. You can omit any prefix from the symbol or file path; adding a : or / suffix lists all members of given symbol or directory.

Use ↓ / ↑ to navigate through the list, Enter to go. Tab autocompletes common prefix, you can copy a link to the result using ⌘ L while ⌘ M produces a Markdown link.

Sorry, nothing was found.

template<typename StorageIndex> Eigen::MetisOrdering class

template<typename StorageIndex>
Eigen::MetisOrdering class