I have a set of phylogenetic trees, some with different topologies and different branch lengths. Here and example set:
(LA:97.592181158,((HS:82.6284812237,RN:72.190055848635):10.438414999999999):3.989335,((CP:32.2668593286,CL:32.266858085):39.9232054349,(CS:78.2389673073,BT:78.238955218815):8.378847):10.974376);
(((HS:71.9309734249,((CP:30.289472339999996,CL:30.289473923):31.8509454,RN:62.1404181356):9.790551):2.049235,(CS:62.74606492390001,BS:62.74606028250001):11.234141000000001):5.067314,LA:79.0475136246);
(((((CP:39.415718961379994,CL:39.4157161214):29.043224136600003,RN:68.4589436016):8.947169,HS:77.4061105636):4.509818,(BS:63.09170355585999,CS:63.09171066541):18.824224):13.975551000000001,LA:95.891473546);
(LA:95.630761929,((HS:73.4928857457,((CP:32.673882875400004,CL:32.673881941):33.703323212,RN:66.37720021233):7.115682):5.537861,(CS:61.798048265700004,BS:61.798043931600006):17.232697):16.600025000000002);
(((HS:72.6356569413,((CP:34.015223002300004,CL:34.015223157499996):35.207698155399996,RN:69.2229294656):3.412726):8.746038,(CS:68.62665546391,BS:68.6266424085):12.755043999999998):13.40646,LA:94.78814570300001);
(LA:89.58710099299999,((HS:72.440439124,((CP:32.270428384199995,CL:32.2704269484):32.0556597315,RN:64.32607145395):8.114349):6.962274,(CS:66.3266360702,BS:66.3266352709):13.076080999999999):10.184418);
(LA:91.116083247,((HS:73.8383213643,((CP:36.4068361936,CL:36.4068400719):32.297183626700004,RN:68.704029984267):5.134297):6.50389,(BS:68.6124876659,CS:68.61249734691):11.729719):10.773886000000001);
(((HS:91.025288418,((CP:40.288406529099994,CL:40.288401832999995):29.854198951399997,RN:70.14260821095):20.882673999999998):6.163698,(CS:81.12951949976,BS:81.12952162629999):16.059462):13.109915,LA:110.298870881);
In this example there are 2 unique topologies - using R
's ape
unique.multiPhylo
shows that (assuming the example above is saved to a file tree.fn
):
tree <- ape::read.tree(tree.fn)
unique.tree <- ape::unique.multiPhylo(tree, use.tip.label = F, use.edge.length = F)
> length(tree)
[1] 8
> length(unique.tree)
[1] 2
My question is how do I get a list of trees, each one representing a unique topology in the input list, and the branch lengths are a summary statistic, such as mean or median, across all trees with the same topology.
In the example above, it will return the first tree as is, because its topology is unique, and another tree which is the topology of the other trees, with mean or median branch lengths?