A supertree method for rooted trees
Discrete Applied Mathematics
The Synthesis of Two Compatible Rooted Trees in a Rooted Supertree by an Algorithm on Sets
ICCI '93 Proceedings of the Fifth International Conference on Computing and Information
A Class of General Supertree Methods for Nested Taxa
SIAM Journal on Discrete Mathematics
Maximum agreement and compatible supertrees
Journal of Discrete Algorithms
Hi-index | 0.00 |
We describe a new supertree algorithm that extends the typeof information that can be used for phylogenetic inference. Its input is aset of constraints that expresses either the hierarchical relationships ina family of given phylogenies, or/and other relations between clusters ofsets of species. The output of the algorithm is a multifurcating rootedsupertree which satisfies all constraints. Moreover, if there were contradictionsin the set of constraints the corresponding part of the supertreeis identified and its set of constraints is displayed such as the user maydecide to modify or keep it. Our algorithm is not affected by the orderin which the input phylogenies or other constraints are presented. Weapply our method to a number of data sets.