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Tests of max population and compute speed.
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"""Well-mixed Agent Based Community""" | ||
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import numpy as np | ||
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class HomogeneousABC: | ||
"""Homogeneous Agent Based Community""" | ||
def __init__(self, count, **kwargs): | ||
self.count = count | ||
self.steps = [] | ||
for key, value in kwargs.items(): | ||
setattr(self, key, value) | ||
return | ||
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# dynamically add a property to the class | ||
def add_property(self, name, dtype=np.uint32, default=0): | ||
"""Add a property to the class""" | ||
# initialize the property to a NumPy array with of size self.count, dtype, and default value | ||
setattr(self, name, np.full(self.count, default, dtype=dtype)) | ||
return | ||
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# add a processing step to be called at each time step | ||
def add_step(self, step): | ||
"""Add a processing step to be called at each time step""" | ||
self.steps.append(step) | ||
return | ||
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# run all processing steps at each time step | ||
def step(self, timestep: np.uint32): | ||
"""Run all processing steps""" | ||
for step in self.steps: | ||
step(self, timestep) | ||
return |
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"""Test cases for HomogeneousABC class.""" | ||
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from argparse import ArgumentParser | ||
from datetime import datetime | ||
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import numba as nb | ||
import numpy as np | ||
import polars as pl | ||
from tqdm import tqdm | ||
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from idmlaser.community.homogeneous_abc import HomogeneousABC as abc | ||
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SEED = np.uint32(20231205) | ||
POP_SIZE = np.uint32(1_000_000) | ||
INIT_INF = np.uint32(10) | ||
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_prng = np.random.default_rng(seed=SEED) | ||
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R_NAUGHT = np.float32(2.5) | ||
MEAN_EXP = np.float32(4) | ||
STD_EXP = np.float32(1) | ||
MEAN_INF = np.float32(5) | ||
STD_INF = np.float32(1) | ||
BETA = np.float32(R_NAUGHT / MEAN_INF) | ||
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TIMESTEPS = np.uint32(720) | ||
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def test_seir(): | ||
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global BETA | ||
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DOB_TYPE_NP = np.int32 | ||
SUSCEPTIBILITY_TYPE_NP = np.float32 | ||
SUSCEPTIBILITY_TYPE_NB = nb.float32 | ||
ITIMER_TYPE_NP = np.uint8 | ||
ITIMER_TYPE_NB = nb.uint8 | ||
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print(f"Creating a well-mixed SEIR community with {POP_SIZE:_} individuals.") | ||
community = abc(POP_SIZE, **{"beta": BETA}) | ||
community.add_property("dob", dtype=DOB_TYPE_NP, default=0) | ||
community.add_property("susceptibility", dtype=SUSCEPTIBILITY_TYPE_NP, default=1.0) | ||
community.add_property("etimer", dtype=ITIMER_TYPE_NP, default=0) | ||
community.add_property("itimer", dtype=ITIMER_TYPE_NP, default=0) | ||
community.add_property("age_at_infection", dtype=DOB_TYPE_NP, default=0) | ||
community.add_property("time_of_infection", dtype=DOB_TYPE_NP, default=0) | ||
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# initialize the dob property to a random value between 0 and 100*365 | ||
community.dob = -_prng.integers(0, 100*365, size=community.count, dtype=DOB_TYPE_NP) | ||
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# # initialize the susceptibility property to a random value between 0.0 and 1.0 | ||
# community.susceptibility = _prng.random_sample(size=community.count) | ||
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# select INIT_INF individuals at random and set their itimer to normal distribution with mean 5 and std 1 | ||
community.itimer[_prng.choice(community.count, size=INIT_INF, replace=False)] = _prng.normal(MEAN_INF, STD_INF, size=INIT_INF).round().astype(ITIMER_TYPE_NP) | ||
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community.susceptibility[community.itimer > 0] = 0.0 | ||
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@nb.njit((ITIMER_TYPE_NB[:], nb.uint32), parallel=True) | ||
def infection_update_inner(itimers, count): | ||
for i in nb.prange(count): | ||
if itimers[i] > 0: | ||
itimers[i] -= 1 | ||
return | ||
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def infection_update(community, _timestep): | ||
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# community.itimer[community.itimer > 0] -= 1 | ||
infection_update_inner(community.itimer, community.count) | ||
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return | ||
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community.add_step(infection_update) | ||
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@nb.njit(( ITIMER_TYPE_NB[:], ITIMER_TYPE_NB[:], nb.uint32), parallel=True) | ||
def incubation_update_inner(etimers, itimers, count): | ||
for i in nb.prange(count): | ||
if etimers[i] > 0: | ||
etimers[i] -= 1 | ||
if etimers[i] == 0: | ||
itimers[i] = ITIMER_TYPE_NP(np.round(np.random.normal(MEAN_INF, STD_INF))) | ||
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return | ||
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def incubation_update(community, _timestep): | ||
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# exposed = community.etimer != 0 | ||
# community.etimer[community.etimer > 0] -= 1 | ||
# infectious = exposed & (community.etimer == 0) | ||
# community.itimer[infectious] = np.round(np.random.normal(MEAN_INF, STD_INF, size=infectious.sum())) | ||
incubation_update_inner(community.etimer, community.itimer, community.count) | ||
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return | ||
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community.add_step(incubation_update) | ||
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@nb.njit(( SUSCEPTIBILITY_TYPE_NB[:], ITIMER_TYPE_NB[:], ITIMER_TYPE_NB[:], nb.uint32, nb.float32), parallel=True) | ||
def transmission_inner(susceptibility, etimer, itimer, count, beta): | ||
contagion = (itimer != 0).sum() | ||
force = beta * contagion * (1.0 / count) | ||
for i in nb.prange(count): | ||
if np.random.random_sample() < (force * susceptibility[i]): | ||
susceptibility[i] = 0.0 | ||
etimer[i] = ITIMER_TYPE_NP(np.round(np.random.normal(MEAN_EXP, STD_EXP))) | ||
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return | ||
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def transmission(community, _timestep): | ||
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# contagion = sum(community.itimer != 0) | ||
# force = community.beta * contagion / community.count | ||
# draws = np.random.random_sample(size=community.count) | ||
# susceptibility = force * community.susceptibility | ||
# infected = draws < susceptibility | ||
# community.susceptibility[infected] = 0.0 | ||
# community.etimer[infected] = np.random.normal(MEAN_EXP, STD_EXP, size=infected.sum()).round().astype(ITIMER_TYPE_NP) | ||
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transmission_inner(community.susceptibility, community.etimer, community.itimer, community.count, community.beta) | ||
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return | ||
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community.add_step(transmission) | ||
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@nb.njit((SUSCEPTIBILITY_TYPE_NB[:], nb.uint32), parallel=True) | ||
def vaccinate_inner(susceptibility, count): | ||
for i in nb.prange(count): | ||
if np.random.binomial(1, 0.6) == 1: | ||
susceptibility[i] = 0.0 | ||
return | ||
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def vaccinate(community, timestep): | ||
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if timestep == 30: | ||
# do a binomial draw with probability 0.6 and set the susceptibility to 0.0 for those individuals | ||
# community.susceptibility[np.random.binomial(1, 0.6, size=community.count, dtype=np.bool)] = 0.0 | ||
vaccinate_inner(community.susceptibility, community.count) | ||
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return | ||
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# community.add_step(vaccinate) | ||
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def social_distancing(community, timestep): | ||
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if timestep == 30: | ||
print("implementing social distancing") | ||
community.beta = 1.2 | ||
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return | ||
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# community.add_step(social_distancing) | ||
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results = np.zeros((TIMESTEPS+1, 5), dtype=np.uint32) | ||
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def record(timestep, community, results): | ||
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"""Record the state of the community at the current timestep""" | ||
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results[timestep,0] = timestep | ||
results[timestep,1] = (community.susceptibility > 0.0).sum() | ||
results[timestep,2] = (community.etimer > 0).sum() | ||
results[timestep,3] = (community.itimer > 0).sum() | ||
results[timestep,4] = ((community.susceptibility == 0.0) & (community.etimer == 0) & (community.itimer == 0)).sum() | ||
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return | ||
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record(0, community=community, results=results) | ||
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start = datetime.now() | ||
for timestep in tqdm(range(TIMESTEPS)): | ||
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community.step(timestep) | ||
record(timestep+1, community=community, results=results) | ||
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finish = datetime.now() | ||
print(f"elapsed time: {finish - start}") | ||
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df = pl.DataFrame(data=results, schema=["timestep", "susceptible", "exposed", "infected", "recovered"]) | ||
df.write_csv("seir.csv") | ||
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return | ||
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if __name__ == "__main__": | ||
parser = ArgumentParser() | ||
parser.add_argument("--timesteps", type=np.uint32, default=TIMESTEPS) | ||
parser.add_argument("--population", type=np.uint32, default=POP_SIZE) | ||
parser.add_argument("--mean_exp", type=np.float32, default=MEAN_EXP) | ||
parser.add_argument("--std_exp", type=np.float32, default=STD_EXP) | ||
parser.add_argument("--mean_inf", type=np.float32, default=MEAN_INF) | ||
parser.add_argument("--std_inf", type=np.float32, default=STD_INF) | ||
parser.add_argument("--initial", type=np.uint32, default=INIT_INF) | ||
parser.add_argument("--r_naught", type=np.float32, default=R_NAUGHT) | ||
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args = parser.parse_args() | ||
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TIMESTEPS = args.timesteps | ||
POP_SIZE = args.population | ||
MEAN_EXP = args.mean_exp | ||
STD_EXP = args.std_exp | ||
MEAN_INF = args.mean_inf | ||
STD_INF = args.std_inf | ||
INIT_INF = args.initial | ||
R_NAUGHT = args.r_naught | ||
BETA = np.float32(R_NAUGHT / MEAN_INF) | ||
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test_seir() |
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