def run(self, FES): # main part for your implementation
population_size = int(4 + (3 * np.log(self.dimension)))
bounds = np.array([[self.lower, self.upper]] * self.dimension)
optimizer = CMA(mean=np.zeros(self.dimension),
sigma=0.5,
bounds=bounds,
population_size=population_size)
while self.eval_times < FES:
print('=====================FE=====================')
# use other Function work because CMA need ask many times
function = Function(self.target_func)
solutions = []
for generation in range(optimizer.population_size):
solution = optimizer.ask()
value = self.f.evaluate(func_num, solution)
#print('generate: ', solution, 'loss: ', value)
solutions.append((solution, value))
self.eval_times += 1
if value == "ReachFunctionLimit":
print("ReachFunctionLimit")
break
if float(value) < self.optimal_value:
self.optimal_solution[:] = solution
self.optimal_value = float(value)
optimizer.tell(solutions)
print('eval times: ', self.eval_times)
print("optimal: {}\n".format(self.get_optimal()[1]))
def main() -> None:
# Generate solutions from a source task
source_solutions = []
for _ in range(1000):
x = np.random.random(2)
value = source_task(x[0], x[1])
source_solutions.append((x, value))
# Estimate a promising distribution of the source task
ws_mean, ws_sigma, ws_cov = get_warm_start_mgd(
source_solutions, gamma=0.1, alpha=0.1
)
optimizer = CMA(mean=ws_mean, sigma=ws_sigma, cov=ws_cov)
# Run WS-CMA-ES
print(" g f(x1,x2) x1 x2 ")
print("=== ========== ====== ======")
while True:
solutions = []
for _ in range(optimizer.population_size):
x = optimizer.ask()
value = target_task(x[0], x[1])
solutions.append((x, value))
print(
f"{optimizer.generation:3d} {value:10.5f}"
f" {x[0]:6.2f} {x[1]:6.2f}"
)
optimizer.tell(solutions)
if optimizer.should_stop():
break
def main():
seed = 0
rng = np.random.RandomState(0)
bounds = np.array([[-32.768, 32.768], [-32.768, 32.768]])
lower_bounds, upper_bounds = bounds[:, 0], bounds[:, 1]
mean = lower_bounds + (rng.rand(2) * (upper_bounds - lower_bounds))
sigma = 32.768 * 2 / 5 # 1/5 of the domain width
optimizer = CMA(mean=mean, sigma=sigma, bounds=bounds, seed=0)
n_restarts = 0 # A small restart doesn't count in the n_restarts
small_n_eval, large_n_eval = 0, 0
popsize0 = optimizer.population_size
inc_popsize = 2
# Initial run is with "normal" population size; it is
# the large population before first doubling, but its
# budget accounting is the same as in case of small
# population.
poptype = "small"
while n_restarts <= 5:
solutions = []
for _ in range(optimizer.population_size):
x = optimizer.ask()
value = ackley(x[0], x[1])
solutions.append((x, value))
# print("{:10.5f} {:6.2f} {:6.2f}".format(value, x[0], x[1]))
optimizer.tell(solutions)
if optimizer.should_stop():
seed += 1
n_eval = optimizer.population_size * optimizer.generation
if poptype == "small":
small_n_eval += n_eval
else: # poptype == "large"
large_n_eval += n_eval
if small_n_eval < large_n_eval:
poptype = "small"
popsize_multiplier = inc_popsize**n_restarts
popsize = math.floor(popsize0 *
popsize_multiplier**(rng.uniform()**2))
else:
poptype = "large"
n_restarts += 1
popsize = popsize0 * (inc_popsize**n_restarts)
mean = lower_bounds + (rng.rand(2) * (upper_bounds - lower_bounds))
optimizer = CMA(
mean=mean,
sigma=sigma,
bounds=bounds,
seed=seed,
population_size=popsize,
)
print("Restart CMA-ES with popsize={} ({})".format(
popsize, poptype))
def test_cma_tell(self, data):
dim = data.draw(st.integers(min_value=2, max_value=100))
mean = data.draw(npst.arrays(dtype=float, shape=dim))
sigma = data.draw(st.floats(min_value=1e-16))
n_iterations = data.draw(st.integers(min_value=1))
try:
optimizer = CMA(mean, sigma)
except AssertionError:
return
popsize = optimizer.population_size
for _ in range(n_iterations):
tell_solutions = data.draw(
st.lists(
st.tuples(npst.arrays(dtype=float, shape=dim),
st.floats()),
min_size=popsize,
max_size=popsize,
))
optimizer.ask()
try:
optimizer.tell(tell_solutions)
except AssertionError:
return
optimizer.ask()
def main():
optimizer = CMA(mean=np.zeros(2), sigma=1.3)
print(" g f(x1,x2) x1 x2 ")
print("=== ========== ====== ======")
while True:
solutions = []
for _ in range(optimizer.population_size):
x = optimizer.ask()
value = quadratic(x[0], x[1])
solutions.append((x, value))
print(f"{optimizer.generation:3d} {value:10.5f}"
f" {x[0]:6.2f} {x[1]:6.2f}")
optimizer.tell(solutions)
if optimizer.should_stop():
break
def main():
cma_es = CMA(mean=np.zeros(2), sigma=1.3)
print(" g f(x1,x2) x1 x2 ")
print("=== ========== ====== ======")
for generation in range(50):
solutions = []
for _ in range(cma_es.population_size):
x = cma_es.ask()
value = quadratic(x[0], x[1])
solutions.append((x, value))
msg = "{g:3d} {value:10.5f} {x1:6.2f} {x2:6.2f}".format(
g=generation,
value=value,
x1=x[0],
x2=x[1],
)
print(msg)
cma_es.tell(solutions)
def main():
dim = 40
optimizer = CMA(mean=3 * np.ones(dim), sigma=2.0)
print(" evals f(x)")
print("====== ==========")
evals = 0
while True:
solutions = []
for _ in range(optimizer.population_size):
x = optimizer.ask()
value = ellipsoid(x)
evals += 1
solutions.append((x, value))
if evals % 3000 == 0:
print(f"{evals:5d} {value:10.5f}")
optimizer.tell(solutions)
if optimizer.should_stop():
break
def main():
seed = 0
rng = np.random.RandomState(1)
bounds = np.array([[-32.768, 32.768], [-32.768, 32.768]])
lower_bounds, upper_bounds = bounds[:, 0], bounds[:, 1]
mean = lower_bounds + (rng.rand(2) * (upper_bounds - lower_bounds))
sigma = 32.768 * 2 / 5 # 1/5 of the domain width
optimizer = CMA(mean=mean, sigma=sigma, bounds=bounds, seed=0)
# Multiplier for increasing population size before each restart.
inc_popsize = 2
print(" g f(x1,x2) x1 x2 ")
print("=== ========== ====== ======")
for generation in range(200):
solutions = []
for _ in range(optimizer.population_size):
x = optimizer.ask()
value = ackley(x[0], x[1])
solutions.append((x, value))
print(f"{generation:3d} {value:10.5f} {x[0]:6.2f} {x[1]:6.2f}")
optimizer.tell(solutions)
if optimizer.should_stop():
seed += 1
popsize = optimizer.population_size * inc_popsize
mean = lower_bounds + (rng.rand(2) * (upper_bounds - lower_bounds))
optimizer = CMA(
mean=mean,
sigma=sigma,
bounds=bounds,
seed=seed,
population_size=popsize,
)
print("Restart CMA-ES with popsize={}".format(popsize))
class OptimizingEmitter(object):
"""
This class is a wrapper for the CMA-ES algorithm
"""
def __init__(self, init_mean, id, mutation_rate, bounds, parameters):
self.init_mean = init_mean
self.id = id
self._mutation_rate = mutation_rate
self.steps = 0
self._params = parameters
self._bounds = bounds
self.stored = 0
# List of lists. Each inner list corresponds to the values obtained during a step
# We init with the ancestor reward so it's easier to calculate the improvement
self.values = []
self.archived_values = []
self._cmaes = CMA(mean=self.init_mean.copy(),
sigma=self._mutation_rate,
bounds=self._bounds,
seed=self._params.seed,
population_size=self._params.emitter_population)
def ask(self):
return self._cmaes.ask()
def tell(self, solutions):
return self._cmaes.tell(solutions)
def should_stop(self):
"""
Checks internal stopping criteria
:return:
"""
return self._cmaes.should_stop()
from cmaes import CMA
import numpy as np
import matplotlib.pyplot as plt
target = np.array((0.75,0.75))
def evaluate(point):
return np.sqrt(((point-target)**2).sum())
optimizer = CMA(mean=np.array([0.5,0.5]),bounds=np.array([[0,1],[0,1]]),sigma=0.5,n_max_resampling=1)
generations = 16
sqrt = int(np.sqrt(generations))
fig, axs = plt.subplots(sqrt,sqrt,num="CMA-ES",sharex=True,sharey=True)
points = np.ndarray((generations,optimizer.population_size,2))
for g in range(generations):
solutions = []
for i in range(optimizer.population_size):
point = optimizer.ask()
points[g,i] = point
score = evaluate(point)
solutions.append((point,score))
optimizer.tell(solutions)
for i in range(generations):
ax = axs[i//sqrt,i%sqrt]
ax.scatter(*zip(*points[i]),c="b")
ax.scatter(*target,c="r")
ax.set_xlim([0,1])
ax.set_ylim([0,1])
plt.show()
class CMAES(BaseEvolver):
"""
This class is a wrapper around the CMA ES implementation.
"""
def __init__(self, parameters):
super().__init__(parameters)
self.update_criteria = 'fitness'
self.sigma = 0.05
# Instantiated only to extract genome size
controller = registered_envs[
self.params.env_name]['controller']['controller'](
input_size=registered_envs[
self.params.env_name]['controller']['input_size'],
output_size=registered_envs[
self.params.env_name]['controller']['output_size'])
self.genome_size = controller.genome_size
self.bounds = self.params.genome_limit * np.ones(
(self.genome_size, len(self.params.genome_limit)))
self.values = []
self.optimizer = CMA(mean=self.mu * np.ones(self.genome_size),
sigma=self.sigma,
bounds=self.bounds,
seed=self.params.seed,
population_size=self.params.emitter_population)
self.restarted_at = 0
def generate_offspring(self, parents, generation, pool=None):
"""
This function returns the parents. This way the population is evaluated given that contrary to the other algos
here the population is given by the CMA-ES library
:param parents:
:param pool:
:return:
"""
return parents
def evaluate_performances(self, population, offsprings, pool=None):
"""
This function evaluates performances of the population. It's what calls the tell function from the optimizer
The novelty is evaluated according to the given distance metric
:param population:
:param offsprings:
:param pool: Multiprocessing pool
:return:
"""
solutions = [(genome, -value) for genome, value in zip(
population['genome'], population['reward'])]
self.values += [-val[1] for val in solutions]
self.optimizer.tell(solutions)
def check_stopping_criteria(self, generation):
"""
This function is used to check for when to stop the emitter
:param emitter_idx:
:return:
"""
if self.optimizer.should_stop():
return True
elif self._stagnation(generation - self.restarted_at):
return True
else:
return False
def _stagnation(self, cma_es_step):
"""
Calculates the stagnation criteria
:param emitter_idx:
:param ca_es_step:
:return:
"""
bottom = int(20 * self.genome_size / self.params.emitter_population +
120 + 0.2 * cma_es_step)
if cma_es_step > bottom:
values = self.values[-bottom:]
if np.median(values[:20]) >= np.median(values[-20:]) or np.max(
values[:20]) >= np.max(values[-20:]):
return True
return False
def update_archive(self, population, offsprings, generation):
"""
Updates the archive. In this case the archive is a copy of the population.
We do not really have the concept of archive in CMA-ES, so this archive here is just for ease of analysis and
code compatibility.
:param population:
:param offsprings:
:return:
"""
# del self.archive
# self.archive = Archive(self.params)
for i in range(population.size):
population[i]['stored'] = generation
self.archive.store(population[i])
def update_population(self, population, offsprings, generation):
"""
This function updates the population according to the given criteria. For CMA-ES we use the ask function of the
library
:param population:
:param offsprings:
:return:
"""
# In case a stopping criteria has been met, reinitialize the optimizer with the best agent in the archive (that is
# the best found so far)
if self.check_stopping_criteria(generation):
print("Restarting")
best = np.argmax(self.archive['reward'])
self.restarted_at = generation
self.values = []
genome_idx = self.params.archive_stored_info.index('genome')
self.optimizer = CMA(
mean=self.archive[best][genome_idx],
sigma=self.sigma,
bounds=self.bounds,
seed=self.params.seed,
population_size=self.params.emitter_population)
population.empty()
for idx in range(self.params.emitter_population):
population.add()
population[idx]['genome'] = self.optimizer.ask()
population[idx]['born'] = generation
def test_dimension(self):
optimizer = CMA(mean=np.zeros(10), sigma=1.3)
source_solutions = [(optimizer.ask(), 0.0) for _ in range(100)]
ws_mean, ws_sigma, ws_cov = get_warm_start_mgd(source_solutions)
self.assertEqual(ws_mean.size, 10)
with open(file_to_write, "w", newline='') as csv_file:
writer = csv.writer(csv_file, delimiter=',')
writer.writerow((*C[:-2].T.columns, 'loss'))
print('something wrong')
if __name__ == "__main__":
mean = x0 + 0.001
sigma = 0.5
optimizer = CMA(mean=mean,
sigma=sigma,
bounds=scale_bounds,
seed=0,
population_size=5)
for generation in range(5):
solutions = []
for _ in range(optimizer.population_size):
x = optimizer.ask()
value = loss(x, data, kwargs)
solutions.append((x, value))
with open(file_to_write, "a", newline='') as csv_file:
writer = csv.writer(csv_file, delimiter=',')
writer.writerow((*x, value))
#print(f"#{generation} {value} ")
optimizer.tell(solutions)
#res = calculate_full_trace(scale(C.value.values[:-2],*bounds.T), kwargs)
#print(res)
#result = pd.DataFrame(solutions, columns=['x', 'loss'])
#name = 'result_1.csv'
#result.to_csv(f"../../data/results/{name}")
print('OK')