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Daniel Varga commited on
Commit ·
e75e97c
1
Parent(s): fee109b
evolution strategies
Browse files- v2/architecture.py +39 -24
- v2/evolution_strategies.py +55 -0
v2/architecture.py
CHANGED
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@@ -8,7 +8,7 @@ import matplotlib.pyplot as plt
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# it's really just a network pricing model
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from supplier import Supplier, precalculate_supplier
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from data_processing import read_datasets, add_production_field, interpolate_and_join, SolarParameters
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DO_VIS = False
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@@ -103,18 +103,13 @@ class Decider:
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self.random_seed = 0
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self.precalculated_supplier = precalculated_supplier
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# prod_cons_pred is a dataframe starting at now, containing
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# fields Production and Consumption.
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# this function does not mutate its inputs.
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# battery_model is just queried for capacity and current soc.
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# the method returns a pd.Series of Decisions as integers.
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def decide(self, prod_pred, cons_pred, fees, battery_model):
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step_in_hour =
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deficit_kw = (cons_pred[:peak_shaving_window] - prod_pred[:peak_shaving_window]).clip(min=0)
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deficit_kwh = (step_in_hour * deficit_kw).sum()
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if deficit_kwh > self.precalculated_supplier.peak_demand:
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@@ -123,6 +118,19 @@ class Decider:
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return Decision.PASSIVE
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# even mock-er class than usual.
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# knows the future in advance, so it predicts it very well.
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# it's also unrealistic in that it takes row index instead of date.
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@@ -252,8 +260,8 @@ def simulator(battery_model, prod_cons, decider):
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fifteen_minute_demands_in_kwh = consumption_from_network_pandas_series.resample('15T').sum() * step_in_hour
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fifteen_minute_surdemands_in_kwh = (fifteen_minute_demands_in_kwh - decider.precalculated_supplier.peak_demand).clip(lower=0)
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demand_charges = fifteen_minute_surdemands_in_kwh * decider.precalculated_supplier.surcharge_per_kwh
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print(f"All in all we have paid the network {
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if DO_VIS:
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demand_charges.plot()
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@@ -269,7 +277,20 @@ def simulator(battery_model, prod_cons, decider):
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'Production': prod_cons['Production']
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})
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results = results.set_index(prod_cons.index)
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return results
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def main():
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@@ -292,15 +313,8 @@ def main():
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print("time_interval_min", time_interval_min)
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time_interval_h = time_interval_min / 60
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# we predict last week same time for consumption, and yesterday same time for production.
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all_data_with_predictions = all_data.copy()
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prod_shift = 60 * 24 // time_interval_min
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all_data_with_predictions['Consumption_prediction'] = all_data_with_predictions['Consumption'].shift(periods=cons_shift)
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all_data_with_predictions['Production_prediction'] = all_data_with_predictions['Production'].shift(periods=prod_shift)
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# we predict zero before we have data, no big deal:
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all_data_with_predictions['Consumption_prediction'][:cons_shift] = 0
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all_data_with_predictions['Production_prediction'][:prod_shift] = 0
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precalculated_supplier = precalculate_supplier(supplier, all_data.index)
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# we delete the supplier to avoid accidentally calling it instead of precalculated_supplier
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@@ -316,7 +330,7 @@ def main():
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decider = Decider(precalculated_supplier)
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t = time.perf_counter()
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results = simulator(battery_model, all_data_with_predictions, decider)
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print("Simulation runtime", time.perf_counter() - t, "seconds.")
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if DO_VIS:
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@@ -324,6 +338,7 @@ def main():
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plt.title('soc_series')
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plt.show()
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if __name__ == '__main__':
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main()
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# it's really just a network pricing model
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from supplier import Supplier, precalculate_supplier
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from data_processing import read_datasets, add_production_field, interpolate_and_join, SolarParameters
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from evolution_strategies import evolution_strategies_optimizer
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DO_VIS = False
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self.random_seed = 0
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self.precalculated_supplier = precalculated_supplier
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def decide(self, prod_pred, cons_pred, fees, battery_model):
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# TODO 15 minutes demand charge window hardwired at this weird place
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DEMAND_CHARGE_WINDOW_MIN = 15
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time_interval_min = self.precalculated_supplier.time_index.freq.n
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assert DEMAND_CHARGE_WINDOW_MIN % time_interval_min == 0
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peak_shaving_window = DEMAND_CHARGE_WINDOW_MIN // time_interval_min
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step_in_hour = time_interval_min / 60 # [hour], the length of a time step.
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deficit_kw = (cons_pred[:peak_shaving_window] - prod_pred[:peak_shaving_window]).clip(min=0)
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deficit_kwh = (step_in_hour * deficit_kw).sum()
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if deficit_kwh > self.precalculated_supplier.peak_demand:
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return Decision.PASSIVE
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# we predict last week same time for consumption, and yesterday same time for production.
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# adds fields in-place
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def add_dummy_predictions(all_data_with_predictions):
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time_interval_min = all_data_with_predictions.index.freq.n
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cons_shift = 60 * 168 // time_interval_min
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prod_shift = 60 * 24 // time_interval_min
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all_data_with_predictions['Consumption_prediction'] = all_data_with_predictions['Consumption'].shift(periods=cons_shift)
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all_data_with_predictions['Production_prediction'] = all_data_with_predictions['Production'].shift(periods=prod_shift)
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# we predict zero before we have data, no big deal:
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all_data_with_predictions['Consumption_prediction'][:cons_shift] = 0
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all_data_with_predictions['Production_prediction'][:prod_shift] = 0
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# even mock-er class than usual.
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# knows the future in advance, so it predicts it very well.
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# it's also unrealistic in that it takes row index instead of date.
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fifteen_minute_demands_in_kwh = consumption_from_network_pandas_series.resample('15T').sum() * step_in_hour
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fifteen_minute_surdemands_in_kwh = (fifteen_minute_demands_in_kwh - decider.precalculated_supplier.peak_demand).clip(lower=0)
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demand_charges = fifteen_minute_surdemands_in_kwh * decider.precalculated_supplier.surcharge_per_kwh
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total_network_fee = consumption_charge_series.sum() + demand_charges.sum()
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print(f"All in all we have paid the network {total_network_fee / 10 ** 6} MHUF.")
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if DO_VIS:
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demand_charges.plot()
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'Production': prod_cons['Production']
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})
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results = results.set_index(prod_cons.index)
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return results, total_network_fee
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def optimizer(battery_model, all_data_with_predictions, precalculated_supplier):
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def objective_function(params):
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# TODO params completely ignored right now.
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decider = Decider(precalculated_supplier)
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t = time.perf_counter()
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results, total_network_fee = simulator(battery_model, all_data_with_predictions, decider)
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return total_network_fee
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init_mean = np.array([0.0, 0.0])
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init_scale = np.array([10.0, 10.0])
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best_params = evolution_strategies_optimizer(objective_function, init_mean=init_mean, init_scale=init_scale)
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def main():
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print("time_interval_min", time_interval_min)
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time_interval_h = time_interval_min / 60
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all_data_with_predictions = all_data.copy()
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add_dummy_predictions(all_data_with_predictions)
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precalculated_supplier = precalculate_supplier(supplier, all_data.index)
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# we delete the supplier to avoid accidentally calling it instead of precalculated_supplier
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decider = Decider(precalculated_supplier)
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t = time.perf_counter()
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results, total_network_fee = simulator(battery_model, all_data_with_predictions, decider)
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print("Simulation runtime", time.perf_counter() - t, "seconds.")
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if DO_VIS:
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plt.title('soc_series')
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plt.show()
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optimizer(battery_model, all_data_with_predictions, precalculated_supplier)
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if __name__ == '__main__':
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main()
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v2/evolution_strategies.py
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import numpy as np
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def evolution_strategies_optimizer(objective_function, init_mean, init_scale):
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# Initialize parameters
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population_size = 100
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number_of_generations = 30
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mutation_scale = 0.1
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selection_ratio = 0.5
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selected_size = int(population_size * selection_ratio)
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# Initialize population (randomly)
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population = np.random.normal(loc=init_mean, scale=init_scale, size=(population_size, len(init_mean)))
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for generation in range(number_of_generations):
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# Evaluate fitness
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fitness = np.array([objective_function(individual) for individual in population])
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# Select the best individuals
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selected_indices = np.argsort(fitness)[:selected_size]
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selected = population[selected_indices]
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# Reproduce (mutate)
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offspring = selected + np.random.randn(selected_size, 2) * mutation_scale
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# Replacement: Here we simply generate new candidates around the selected ones
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population[:selected_size] = selected
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population[selected_size:] = offspring
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# Logging
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best_fitness = fitness[selected_indices[0]]
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best_index = np.argmin(fitness)
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best_solution = population[best_index]
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print(f"Generation {generation + 1}: Best Fitness = {best_fitness}", f"Best solution so far: {best_solution}")
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# Best solution
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best_index = np.argmin(fitness)
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best_solution = population[best_index]
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print(f"Best solution found: {best_solution}")
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return best_solution
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def toy_objective_function(x):
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return (x[0] - 3)**2 + (x[1] + 2)**2
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def main():
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init_mean = np.array([0.0, 0.0])
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init_scale = np.array([10.0, 10.0])
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best_solution = evolution_strategies_optimizer(toy_objective_function, init_mean, init_scale)
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if __name__ == '__main__':
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main()
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