Phylo.jl

Simple phylogenetic trees in Julia to work with Diversity.jl - https://github.com/EcoJulia/Diversity.jl
Author EcoJulia
Popularity
33 Stars
Updated Last
4 Months Ago
Started In
June 2017

Phylo

A package for creating and manipulating phylogenies

Documentation Build Status DOI
stable docs build tests JuliaNightly Zenodo
dev docs codecov

Installation

The package is registered in the General registry so can be built and installed with add. For example:

(@v1.10) pkg> add Phylo
   Resolving package versions...
    Updating `~/.julia/environments/v1.10/Project.toml`
  [aea672f4] + Phylo v0.5.3
    Updating `~/.julia/environments/v1.10/Manifest.toml`

(@v1.10) pkg>

Project Status

The package is confirmed to work against the current LTS Julia v1.6 release and the latest release on Linux, macOS, and Windows. It is also tested against nightly.

Contributing and Questions

Contributions are very welcome, as are feature requests and suggestions. Please open an issue if you encounter any problems or would just like to ask a question.

Summary

Phylo is a Julia package that provides functionality for generating phylogenetic trees to feed into our Diversity package to calculate phylogenetic diversity. Phylo is currently in beta, but is probably still missing much of the functionality that people may desire, so please raise an issue if/when you find problems or missing functionality - don't assume that I know!

Currently the package can be used to make trees manually, to generate random trees using the framework from Distributions, and to read newick and nexus format trees from files. It can also be used to evolve continuous and discrete traits on the resultant phylogenies, and plot all of this using Plots recipes. Finally, the trees and traits are capable of handling Unitful units, so the branch lengths can be time based, and traits that relate directly to physical units (e.g. size) can be directly evolved.

Random tree generation

For instance, to construct a sampler for 5 tip non-ultrametric trees, and then generate one or two random tree of that type (the examples below are from the dev branch, but work similarly on the current release):

julia> using Phylo

julia> nu = Nonultrametric(5);

julia> tree = rand(nu)
RootedTree with 5 tips, 9 nodes and 8 branches.
Leaf names are tip 2, tip 3, tip 1, tip 4 and tip 5

julia> trees = rand(nu, ["Tree 1", "Tree 2"])
TreeSet with 2 trees, each with 5 tips.
Tree names are Tree 2 and Tree 1

Tree 1: RootedTree with 5 tips, 9 nodes and 8 branches.
Leaf names are tip 5, tip 4, tip 2, tip 1 and tip 3

Tree 2: RootedTree with 5 tips, 9 nodes and 8 branches.
Leaf names are tip 3, tip 1, tip 2, tip 4 and tip 5

Tree traversal

The code also provides iterators, and filtered iterators over the branches, nodes, branchnames and nodenames of a tree, though this may soon be superseded by a simpler strategy.

julia> traversal(tree, inorder)
9-element Vector{LinkNode{OneRoot, String, Dict{String, Any}, LinkBranch{OneRoot, String, Dict{String, Any}, Float64}}}:
 LinkNode tip 2, a tip of the tree with an incoming connection (branch 11).

 LinkNode Node 7, an internal node with 1 inbound and 2 outbound connections (branches 13 and 11, 12)

 LinkNode tip 3, a tip of the tree with an incoming connection (branch 12).

 LinkNode Node 8, an internal node with 1 inbound and 2 outbound connections (branches 15 and 13, 14)

 LinkNode tip 1, a tip of the tree with an incoming connection (branch 9).

 LinkNode Node 6, an internal node with 1 inbound and 2 outbound connections (branches 14 and 9, 10)

 LinkNode tip 4, a tip of the tree with an incoming connection (branch 10).

 LinkNode Node 9, a root node with 2 outbound connections (branches 15, 16)

 LinkNode tip 5, a tip of the tree with an incoming connection (branch 16).


julia> getnodename.(tree, traversal(tree, preorder))
9-element Vector{String}:
 "Node 9"
 "Node 8"
 "Node 7"
 "tip 2"
 "tip 3"
 "Node 6"
 "tip 1"
 "tip 4"
 "tip 5"

julia> collect(nodenamefilter(isleaf, tree))
5-element Vector{String}:
 "tip 1"
 "tip 2"
 "tip 3"
 "tip 4"
 "tip 5"

The current main purpose of this package is to provide a framework for phylogenetics to use in our Diversity package, and they will both be adapted as appropriate until both are functioning as required (though they are currently working together reasonably successfully).

Reading from a file

It can also read newick and nexus trees either from strings or files. parsenewick() will read to the default tree type – currently the rooted, polytomous, RootedTree, and the multiple tree version of it (RootedTrees nested inside a TreeSet):

julia> using Phylo

julia> simpletree = parsenewick("((,Tip:1.0)Internal,)Root;")
RootedTree with 3 tips, 5 nodes and 4 branches.
Leaf names are Tip, Node 1 and Node 4


julia> getbranchname.(simpletree, getbranches(simpletree))
4-element Vector{Int64}:
 1
 2
 3
 4

julia> tree = open(parsenewick, Phylo.path("H1N1.newick"))
RootedTree with 507 tips, 1013 nodes and 1012 branches.
Leaf names are 227, 294, 295, 110, 390, ... [501 omitted] ... and 418

And it can read nexus trees from files too:

julia> tree = open(parsenewick, Phylo.path("H1N1.newick"))
RootedTree with 507 tips, 1013 nodes and 1012 branches.
Leaf names are 227, 294, 295, 110, 390, ... [501 omitted] ... and 418

julia> ts = open(parsenexus, Phylo.path("H1N1.trees"))
[ Info: Created a tree called "TREE1"
[ Info: Created a tree called "TREE2"
TreeSet with 2 trees, each with 507 tips.
Tree names are TREE2 and TREE1

TREE1: RootedTree with 507 tips, 1013 nodes and 1012 branches.
Leaf names are H1N1_A_BRAZIL_11_1978, H1N1_A_TAHITI_8_1998, H1N1_A_TAIWAN_1_1986, H1N1_A_BAYERN_7_1995, H1N1_A_ENGLAND_45_1998, ... [501 omitted] ... and H1N1_A_PUERTORICO_8_1934

TREE2: RootedTree with 507 tips, 1013 nodes and 1012 branches.
Leaf names are H1N1_A_BRAZIL_11_1978, H1N1_A_TAHITI_8_1998, H1N1_A_TAIWAN_1_1986, H1N1_A_BAYERN_7_1995, H1N1_A_ENGLAND_45_1998, ... [501 omitted] ... and H1N1_A_PUERTORICO_8_1934


julia> ts["TREE1"]
RootedTree with 507 tips, 1013 nodes and 1012 branches.
Leaf names are H1N1_A_BRAZIL_11_1978, H1N1_A_TAHITI_8_1998, H1N1_A_TAIWAN_1_1986, H1N1_A_BAYERN_7_1995, H1N1_A_ENGLAND_45_1998, ... [501 omitted] ... and H1N1_A_PUERTORICO_8_1934


julia> gettreeinfo(ts)
Dict{String, Dict{String, Any}} with 2 entries:
  "TREE2" => Dict("lnP"=>-1.0)
  "TREE1" => Dict("lnP"=>1.0)

julia> gettreeinfo(ts, "TREE1")
Dict{String, Any} with 1 entry:
  "lnP" => 1.0

Extensions to Base.parse() will allow you to be more precise in the tree type:

julia> tree = open(parse(RootedTree), Phylo.path("H1N1.newick"))
RootedTree with 507 tips and 1 root. Leaf names are 227, 294, 295, 110, 390, ... [501 omitted] ... and 418

1013 nodes: [RecursiveNode{OneRoot} 'Node 1013', a root node with 2 outbound connections (branches [1011, 1012]), RecursiveNode{OneRoot} 'Node 1011', an internal node with 1 inbound and 2 outbound connections (branches 1011 and [1009, 1010]), RecursiveNode{OneRoot} 'Node 1009', an internal node with 1 inbound and 2 outbound connections (branches 1009 and [1007, 1008]), RecursiveNode{OneRoot} 'Node 1008', an internal node with 1 inbound and 2 outbound connections (branches 1007 and [1005, 1006]), RecursiveNode{OneRoot} 'Node 1004', an internal node with 1 inbound and 2 outbound connections (branches 1005 and [1001, 1002]) ... 1007 missing ... RecursiveNode{OneRoot} '418', a leaf with an incoming connection (branch 1012)]

1012 branches: [RecursiveBranch{OneRoot} 1, from node 'Node 5' to node '294' (length 0.2559376385188), RecursiveBranch{OneRoot} 2, from node 'Node 5' to node '295' (length 1.255937638519), RecursiveBranch{OneRoot} 3, from node 'Node 7' to node '227' (length 3.093983613629), RecursiveBranch{OneRoot} 4, from node 'Node 7' to node 'Node 5' (length 4.83804597511), RecursiveBranch{OneRoot} 5, from node 'Node 11' to node '104' (length 0.4902870119746) ... 1006 missing ... RecursiveBranch{OneRoot} 1012, from node 'Node 1013' to node '418' (length 13.87884773144)]

Node records: "Node 1013" => Dict{String, Any}("length" => 0.0, "height" => 84.94613266277547, "height/95%/HPD" => [75.00016004016078, 100.9885305644122], "height/median" => 82.87499084796832, "posterior" => 1.0, "height/range" => [75.00016004016078, 151.06404614035887]) ... "418" => Dict{String, Any}("length/range" => [0.000160040160921, 76.06404614036], "height/median" => 75.00000000000021, "rate" => 0.00287656620693594, "rate/95%/HPD" => [0.00032906282418212297, 0.00668807772865533], "rate/median" => 0.002350371083836891, "length/median" => 7.87499084797, "length" => 9.946132662775383, "height" => 74.99999999999999, "height/95%/HPD" => [74.99999999999359, 75.0000000000068], "length/95%/HPD" => [0.000160040160921, 25.98853056441])

julia> open(parse(treesettype(RootedTree)), Phylo.path("H1N1.trees"))
[ Info: Created a tree called 'TREE1'
[ Info: Created a tree called 'TREE2'
TreeSet{String, OneRoot, String, RecursiveNode{OneRoot, String, Dict{String, Any}, Dict{String, Any}, PolytomousBranching, Float64}, RecursiveBranch{OneRoot, String, Dict{String, Any}, Dict{String, Any}, PolytomousBranching, Float64}, RootedTree} with 2 tree(s), each with 507 tips.
Tree names are TREE2 and TREE1. Dict("TREE2" => 1013, "TREE1" => 1013) nodes and Dict("TREE2" => 1012, "TREE1" => 1012) branches.

TREE2: RootedTree with 507 tips and 1 root. Leaf names are H1N1_A_BRAZIL_11_1978, H1N1_A_TAHITI_8_1998, H1N1_A_TAIWAN_1_1986, H1N1_A_BAYERN_7_1995, H1N1_A_ENGLAND_45_1998, ... [501 omitted] ... and H1N1_A_PUERTORICO_8_1934
TREE1: RootedTree with 507 tips and 1 root. Leaf names are H1N1_A_BRAZIL_11_1978, H1N1_A_TAHITI_8_1998, H1N1_A_TAIWAN_1_1986, H1N1_A_BAYERN_7_1995, H1N1_A_ENGLAND_45_1998, ... [501 omitted] ... and H1N1_A_PUERTORICO_8_1934

Writing to a file

Trees can be written out either individually (using newick or nexus format), or multiply using nexus format, all using Base.write(). By default single trees will be written as newick and treesets will be written using nexus format:

julia> write("test.newick", tree)

julia> open(parsenewick, "test.newick")
RootedTree with 507 tips and 1 root. Leaf names are 227, 294, 295, 110, 390, ... [501 omitted] ... and 418

1013 nodes: [RecursiveNode{OneRoot} 'Node 1013', a root node with 2 outbound connections (branches [1011, 1012]), RecursiveNode{OneRoot} 'Node 1011', an internal node with 1 inbound and 2 outbound connections (branches 1011 and [1009, 1010]), RecursiveNode{OneRoot} 'Node 1009', an internal node with 1 inbound and 2 outbound connections (branches 1009 and [1007, 1008]), RecursiveNode{OneRoot} 'Node 1008', an internal node with 1 inbound and 2 outbound connections (branches 1007 and [1005, 1006]), RecursiveNode{OneRoot} 'Node 1004', an internal node with 1 inbound and 2 outbound connections (branches 1005 and [1001, 1002]) ... 1007 missing ... RecursiveNode{OneRoot} '418', a leaf with an incoming connection (branch 1012)]

1012 branches: [RecursiveBranch{OneRoot} 1, from node 'Node 5' to node '294' (length 0.2559376385188), RecursiveBranch{OneRoot} 2, from node 'Node 5' to node '295' (length 1.255937638519), RecursiveBranch{OneRoot} 3, from node 'Node 7' to node '227' (length 3.093983613629), RecursiveBranch{OneRoot} 4, from node 'Node 7' to node 'Node 5' (length 4.83804597511), RecursiveBranch{OneRoot} 5, from node 'Node 18' to node '390' (length 0.2307062432264) ... 1006 missing ... RecursiveBranch{OneRoot} 1012, from node 'Node 1013' to node '418' (length 13.87884773144)]

Node records: "Node 1013" => Dict{String, Any}("length" => 0.0, "height" => 84.94613266277547, "height/95%/HPD" => [75.00016004016078, 100.9885305644122], "height/median" => 82.87499084796832, "posterior" => 1.0, "height/range" => [75.00016004016078, 151.06404614035887]) ... "418" => Dict{String, Any}("length/range" => [0.000160040160921, 76.06404614036], "height/median" => 75.00000000000021, "rate" => 0.00287656620693594, "rate/95%/HPD" => [0.00032906282418212297, 0.00668807772865533], "rate/median" => 0.002350371083836891, "length/median" => 7.87499084797, "length" => 9.946132662775383, "height" => 74.99999999999999, "height/95%/HPD" => [74.99999999999359, 75.0000000000068], "length/95%/HPD" => [0.000160040160921, 25.98853056441])

Calculating metrics

We so far only support calculating a few metrics on trees, but will gradually be added. Open an issue with a request!

julia> species = getleaves(tree)[[2, 5, 8, 12, 22]];  # take 5 tips from the phylogeny (or use names)

julia> mrca(tree, species)                 # Identify the MRCA (Most Recent Common Ancestor)
LinkNode Node 65, an internal node with 1 inbound and 2 outbound connections (branches 999 and 61, 62)

R interface

And while we wait for me (or kind contributors!) to fill out the other extensive functionality that many phylogenetics packages have in other languages, the other important feature that it offers is a fully(?)-functional interface to R, allowing any existing R library functions to be carried out on julia trees, and trees to be read from disk and written using R helper functions. Naturally the medium-term plan is to fill in as many of these gaps as possible in Julia, so the R interface does not make RCall a dependency of the package (we use the Requires package to avoid dependencies). Instead, if you want to use the R interface you just need to use both packages:

julia> using Phylo

julia> using RCall
Creating Phylo RCall interface...

R> library(ape)

You can then translate back and forth using rcopy on R phylo objects, and RObject constructors on julia NamedTree types to keep them in Julia or @rput to move the object into R:

julia> rt = rcall(:rtree, 10)
RCall.RObject{RCall.VecSxp}

Phylogenetic tree with 10 tips and 9 internal nodes.

Tip labels:
  t10, t8, t1, t2, t6, t5, ...

Rooted; includes branch lengths.

julia> jt = rcopy(NamedTree, rt)
NamedTree with 10 tips, 19 nodes and 18 branches.
Leaf names are t8, t3, t7, t9, t6, ... [4 omitted] ... and t1

julia> rjt = RObject(jt); # manually translate it back to R

R> if (all.equal($rjt, $rt)) "no damage in translation"
[1] "no damage in translation"

julia> @rput rt; # Or use macros to pass R object back to R

julia> @rput jt; # And automatically translate jt back to R

R> jt

Phylogenetic tree with 10 tips and 9 internal nodes.

Tip labels:
  t10, t8, t1, t2, t6, t5, ...

Rooted; includes branch lengths.

R> if (all.equal(rt, jt)) "no damage in translation"
[1] "no damage in translation"

For the time being the code will only work with rooted trees with named tips and branch lengths. If there's demand for other types of trees, I'll look into it.

Trait evolution

As far as traits are concerned, these can be continuous pr discrete. First a continuous trait:

julia> using Phylo, Plots, DataFrames, Random

julia> tree = rand(Nonultrametric(100)) # Defaults to mean tree depth of 1.0
RootedTree with 100 tips, 199 nodes and 198 branches.
Leaf names are tip 41, tip 7, tip 37, tip 81, tip 88, ... [94 omitted] ... and tip 89

julia> rand!(BrownianTrait(tree, "Trait"), tree)  # Defaults to starting at 0.0, variance 1.0
RootedTree with 100 tips, 199 nodes and 198 branches.
Leaf names are tip 41, tip 7, tip 37, tip 81, tip 88, ... [94 omitted] ... and tip 89

julia> plot(tree, line_z = "Trait", lw = 2)

julia> d = DataFrame(nodename=getnodename.(tree, traversal(tree, preorder)), trait=getnodedata.(tree, traversal(tree, preorder), "Trait"))
199×2 DataFrame
│ Row │ nodename │ trait      │
│     │ String   │ Float64    │
├─────┼──────────┼────────────┤
│ 1   │ Node 1990.0        │
│ 2   │ Node 1980.334372   │
│ 3   │ Node 1630.734348   │
│ 4   │ Node 1380.588014   │
│ 5   │ tip 410.749697195 │ tip 64-0.791095  │
│ 196 │ tip 75-0.4173    │
│ 197 │ tip 82-0.305623  │
│ 198 │ tip 71-0.868774  │
│ 199 │ tip 89-0.30126

Continuous trait tree plot

Then a discrete trait:

julia> @enum TemperatureTrait lowTempPref midTempPref highTempPref

julia> rand!(SymmetricDiscreteTrait(tree, TemperatureTrait, 0.4), tree);

julia> plot(tree, marker_group = "TemperatureTrait", legend = :topleft,
            msc = :white, treetype = :fan, c = [:red :blue :green])

julia> d = DataFrame(nodename=getnodename.(tree, traversal(tree, preorder)), trait=getnodedata.(tree, traversal(tree, preorder), "TemperatureTrait"))
199×2 DataFrame
│ Row │ nodename │ trait                              │
│     │ String   │ TemperatureTrait                   │
├─────┼──────────┼────────────────────────────────────┤
│ 1   │ Node 199 │ highTempPref::TemperatureTrait = 2 │
│ 2   │ Node 198 │ lowTempPref::TemperatureTrait = 0  │
│ 3   │ Node 163 │ lowTempPref::TemperatureTrait = 0  │
│ 4   │ Node 138 │ lowTempPref::TemperatureTrait = 0  │
│ 5   │ tip 41   │ lowTempPref::TemperatureTrait = 0195 │ tip 64   │ midTempPref::TemperatureTrait = 1  │
│ 196 │ tip 75   │ highTempPref::TemperatureTrait = 2 │
│ 197 │ tip 82   │ highTempPref::TemperatureTrait = 2 │
│ 198 │ tip 71   │ highTempPref::TemperatureTrait = 2 │
│ 199 │ tip 89   │ highTempPref::TemperatureTrait = 2

Discrete trait fan plot