Created
March 19, 2021 01:00
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import math | |
import numpy as np | |
import msprime | |
seed = 1102 | |
divergence_time = 50 | |
####Variables#### | |
# These are the DIPLOID counts | |
sequence_length = 100000 | |
Ne_A = 10000 | |
Ne_B = Ne_A / 2 | |
peripheral_pops = 500 | |
pi_1 = 0.01 | |
pi_2 = 0.1 | |
tol = 0.01 | |
################### | |
demography = msprime.Demography() | |
descendant_pops = [] | |
demography.add_population(name="ancestral_population", initial_size=Ne_A) | |
for i in range(0, peripheral_pops): | |
name = "peripheral_%s" % i | |
demography.add_population(name=name, initial_size=Ne_B) | |
demography.add_mass_migration( | |
time=divergence_time, source=name, dest="ancestral_population", proportion=1 | |
) | |
descendant_pops.append("peripheral_%s" % i) | |
# Do a recombination map with a single recombination hotspot in the middle (ask Gil why!) | |
positions = range(0, sequence_length) | |
rate_map = np.zeros(sequence_length - 1) | |
# Replace 0 with hotspot in middle | |
rate_map[math.floor(sequence_length / 2)] = 0.9 | |
tree = msprime.sim_ancestry( | |
recombination_rate=msprime.RateMap(position=positions, rate=rate_map), | |
sequence_length=sequence_length - 1, | |
demography=demography, | |
samples={i: 500 for i in descendant_pops}, | |
random_seed=seed, | |
) |
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