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Matrix
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P269
:
Enumeration of all minimal sets of at most $k$ rows the deletion of which leaves a PP matrix
Input:
A binary $n \times m$ matrix $B$ and a positive integer $k$, where $n > 4k$.
Output:
All minimal sets of at most $k$ rows the deletion of which leaves a PP matrix.
Complexity:
$O(3^k nm)$ time.
Comment:
A PP matrix is a perfect phylogeny matrix.
Reference:
[
Damaschke2006
] (
Bibtex
)