We show that subtree prune and regraft (uSPR) distance on unrooted trees is fixed parameter tractable with respect to the distance.

We show that subtree prune and regraft (uSPR) distance on unrooted trees is fixed parameter tractable with respect to the distance. We also make progress on ...

In the present paper, we prove two new results about the uSPR distance: uSPR distance is fixed parameter tractable (with para- meter, the distance between the ...

That is, for distance k, it can be decided in p(n)f(k) time that two trees are distance k,. • where p is a polynomial in n, the number of leaves in the.

Oct 22, 2024 · We show that subtree prune and regraft (uSPR) distance on unrooted trees is fixed parameter tractable with respect to the distance.

Abstract: We show that subtree prune and regraft (uSPR) distance on unrooted trees is fixed parameter tractable with respect to the distance.

Abstract: We show that subtree prune and regraft (uSPR) distance on unrooted trees is fixed parameter tractable with respect to the distance. We also make ...

We show that subtree prune and regraft (uSPR) distance on unrooted trees is fixed parameter tractable with respect to the distance. We also make progress on ...

In this paper, we show that computing the rooted subtree prune and regraft distance between two rooted binary phylogenetic trees on the same label set is NP- ...

In this paper, we show that computing the rSPR distance between two rooted binary phylogenetic X-trees is also NP-hard. However, it remains an open problem to ...