isaacovercast / PIED

A model of coevolving community abundance and phylogenetic birth/death processes.
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panda pied python

PIED

A birth/death process with abundances and genetic diversity at the tips. Abundance can evolve either as a BM process with random fission at speciation events, or the rate of change (r) of abundance can evolve as BM in which case abundance (n) changes through time (dt) via n * exp(r\*dt). Speciation rate can also shift at branching events in the manner of ClaDS.

Installation

Usage

Create a params file:

PIED -n wat

Look at the params and edit them if you wish:

------- PIED params file (v.0.0.2)----------------------------------------------
wat                  ## [0] [simulation_name]: The name of this simulation scenario
./default_PIED       ## [1] [project_dir]: Where to save files
1                    ## [2] [birth_rate]: Speciation rate
taxa                 ## [3] [stop_criterion]: Whether to stop on ntaxa or time
20                   ## [4] [ntaxa]: Number of taxa to simulate if stop is `ntaxa`
4                    ## [5] [time]: Amount of time to simulate if stop is `time`
abundance            ## [6] [process]: Whether to evolve `abundance` or growth `rate` via BM
False                ## [7] [ClaDS]: Whether to allow speciation rates to change along the branches a la ClaDS
50000                ## [8] [abundance_mean]: Ancestral abundance at time 0
0.1                  ## [9] [abundance_sigma]: Rate at which abundance changes if process is `abundance`
0                    ## [10] [growth_rate_mean]: Ancestral population growth rate at time 0.
0.01                 ## [11] [growth_rate_sigma]: Rate at which growth rate changes if process is `rate`
0.1                  ## [12] [lambda_sigma]: Rate at which speciation rate changes if ClaDS is True.
0.1                  ## [13] [alpha]: Rate shift if ClaDS is True
500                  ## [14] [sequence_length]: Length of the genomic region simulated, in base pairs.
1e-05                ## [15] [mutation_rate]: Mutation rate per base per generation
10                   ## [16] [sample_size]: Number of samples to draw for calculating genetic diversity
None                 ## [17] [abundance_scaling]: Scaling abundance to Ne. Can be None, log, ln or a ratio.

Run 10 simulations:

PIED -p params-wat.txt -s 10

Run 10 simulations on 10 cores in parallel:

PIED -p params-wat.txt -s 10 -c 10

Output

Results are written to default_PIED/wat-SIMOUT.csv. Not generally human readable the results file contains the parameters used to generate each simulation, as well as the observed numbers of tips, the observed simulation time, and the calculated extinction rate (as a fraction of birth events), data for each tip, including abundance, genetic diversity, growth rate, and speciation rate, and finally the dated tree in newick form. Field names are as follows (along with 1 example simulation):

birth_rate stop_criterion ntaxa time process ClaDS abundance_mean abundance_sigma growth_rate_mean growth_rate_sigma lambda_sigma alpha sequence_length mutation_rate sample_size obs_ntaxa obs_time ext_rate data tree
1 time 20 4.0 abundance False 50000 0.1 0.0 0.01 0.1 0.1 500 1e-05 10 23 4.095569867467191 0.0 r22:6866:0.3388888888888878:-0.0017392248027676867:0.9929405172387488,r21:3409:0.06493333333333326:0.0022979523708463396:1.044889056623618,r20:1361:0.04755555555555551:-0.0008304076216114711:1.028788037227819,r19:2153:0.047066666666666625:-0.0010936878297818674:0.9892171283717283,r18:2071:0.13764444444444443:-0.03602844187649056:1.2236414272712746,r17:1794:0.033111111111111105:0.010652702902916795:0.8841139779859748,r16:1600:0.04968888888888883:0.00022248012819702791:1.007759644044947,r15:206:0.016355555555555557:-0.0025001157661682927:1.0119988921069114,r14:121:0.0032:0.0028114408498106655:1.0150306188449219,r13:7176:0.1911555555555557:-0.0002989927924176867:1.0080428685670018,r12:57:0.0026222222222222224:0.0022534864488625425:1.0310102680219881,r11:233:0.015377777777777773:-0.0016532087475619054:0.9874506470688181,r10:2650:0.040133333333333306:0.0012761459270739734:0.9590447837930026,r9:1072:0.0538666666666666:0.0017936880382974293:1.047772584251838,r8:41:0.0010666666666666667:-0.00155993687616825:1.0010437225970643,r7:571:0.01613333333333333:-0.0011302498187538252:1.027807449254878,r6:131:0.005466666666666667:-0.0034603340148914993:0.9977304525473011,r5:2790:0.04586666666666664:-0.003898338884046415:0.9882789905775415,r4:972:0.022755555555555553:0.0009140839738056091:0.9665357418700201,r3:9040:0.27791111111111194:0.00047583092183889905:0.9715740561602696,r2:668:0.04315555555555552:0.0005252530117281093:0.9894320705866041,r1:4840:0.12311111111111138:-0.0002025660774967209:1.0244034979593213,r0:531:0.013777777777777774:0.001325242277879697:0.9853079841162011 ((r22:1.06953,(r21:0.410235,(r20:0.348699,r19:0.348699)0:0.0615366)0:0.659294)0:3.02604,((r18:3.28678,r17:3.28678)0:0.150255,((((r16:0.356944,((r15:0.1582,r14:0.1582)0:0.0917129,r13:0.249913)0:0.107031)0:0.388738,(r12:0.562355,(r11:0.169675,r10:0.169675)0:0.39268)0:0.183328)0:0.894806,(((r9:0.351402,(r8:0.170165,r7:0.170165)0:0.181237)0:0.395484,r6:0.746886)0:0.39907,(r5:0.7366,r4:0.7366)0:0.409356)0:0.494533)0:0.216775,(r3:0.860269,((r2:0.447829,r1:0.447829)0:0.328436,r0:0.776265)0:0.0840038)0:0.996995)0:1.57977)0:0.658533);

The data for each simulation can be parsed in python like this:

simfile = "/path/to/default_PIED/wat-SIMOUT.csv"
sim_df = pd.read_csv(simfile, header=0, sep=" ")
sims = []
# There's probably a "fancier" way to do this, but this gets the job done
for rec in df["data"]:
    # split the records for each species, separated by ','
    dat = rec.split(",")
    # Create a dictionary with species id as the key and the value is another
    # dictionary mapping 'abundance', 'pi', 'r', & 'lambda_' to their respective
    # values per species.
    dat = {x:{"abundance":int(y), "pi":float(z), "r":float(aa), "lambda_":float(bb)} for x, y, z, aa, bb in map(lambda x: x.split(":"), dat)}
    # append this dictionary to the sims list
    sims.append(dat)

Default CLI args

The default CLI will parse a handful of universally useful arguments:

Long form arguments: