adding ai_economist for modding

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2023-01-12 16:41:38 +01:00
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# Copyright (c) 2020, salesforce.com, inc.
# All rights reserved.
# SPDX-License-Identifier: BSD-3-Clause
# For full license text, see the LICENSE file in the repo root
# or https://opensource.org/licenses/BSD-3-Clause
import numpy as np
from ai_economist.foundation.scenarios.utils import social_metrics
def isoelastic_coin_minus_labor(
coin_endowment, total_labor, isoelastic_eta, labor_coefficient
):
"""Agent utility, concave increasing in coin and linearly decreasing in labor.
Args:
coin_endowment (float, ndarray): The amount of coin owned by the agent(s).
total_labor (float, ndarray): The amount of labor performed by the agent(s).
isoelastic_eta (float): Constant describing the shape of the utility profile
with respect to coin endowment. Must be between 0 and 1. 0 yields utility
that increases linearly with coin. 1 yields utility that increases with
log(coin). Utility from coin uses:
https://en.wikipedia.org/wiki/Isoelastic_utility
labor_coefficient (float): Constant describing the disutility experienced per
unit of labor performed. Disutility from labor equals:
labor_coefficient * total_labor
Returns:
Agent utility (float) or utilities (ndarray).
"""
# https://en.wikipedia.org/wiki/Isoelastic_utility
assert np.all(coin_endowment >= 0)
assert 0 <= isoelastic_eta <= 1.0
# Utility from coin endowment
if isoelastic_eta == 1.0: # dangerous
util_c = np.log(np.max(1, coin_endowment))
else: # isoelastic_eta >= 0
util_c = (coin_endowment ** (1 - isoelastic_eta) - 1) / (1 - isoelastic_eta)
# disutility from labor
util_l = total_labor * labor_coefficient
# Net utility
util = util_c - util_l
return util
def coin_minus_labor_cost(
coin_endowment, total_labor, labor_exponent, labor_coefficient
):
"""Agent utility, linearly increasing in coin and decreasing as a power of labor.
Args:
coin_endowment (float, ndarray): The amount of coin owned by the agent(s).
total_labor (float, ndarray): The amount of labor performed by the agent(s).
labor_exponent (float): Constant describing the shape of the utility profile
with respect to total labor. Must be between >1.
labor_coefficient (float): Constant describing the disutility experienced per
unit of labor performed. Disutility from labor equals:
labor_coefficient * total_labor.
Returns:
Agent utility (float) or utilities (ndarray).
"""
# https://en.wikipedia.org/wiki/Isoelastic_utility
assert np.all(coin_endowment >= 0)
assert labor_exponent > 1
# Utility from coin endowment
util_c = coin_endowment
# Disutility from labor
util_l = (total_labor ** labor_exponent) * labor_coefficient
# Net utility
util = util_c - util_l
return util
def coin_eq_times_productivity(coin_endowments, equality_weight):
"""Social welfare, measured as productivity scaled by the degree of coin equality.
Args:
coin_endowments (ndarray): The array of coin endowments for each of the
agents in the simulated economy.
equality_weight (float): Constant that determines how productivity is scaled
by coin equality. Must be between 0 (SW = prod) and 1 (SW = prod * eq).
Returns:
Product of coin equality and productivity (float).
"""
n_agents = len(coin_endowments)
prod = social_metrics.get_productivity(coin_endowments) / n_agents
equality = equality_weight * social_metrics.get_equality(coin_endowments) + (
1 - equality_weight
)
return equality * prod
def inv_income_weighted_coin_endowments(coin_endowments):
"""Social welfare, as weighted average endowment (weighted by inverse endowment).
Args:
coin_endowments (ndarray): The array of coin endowments for each of the
agents in the simulated economy.
Returns:
Weighted average coin endowment (float).
"""
pareto_weights = 1 / np.maximum(coin_endowments, 1)
pareto_weights = pareto_weights / np.sum(pareto_weights)
return np.sum(coin_endowments * pareto_weights)
def inv_income_weighted_utility(coin_endowments, utilities):
"""Social welfare, as weighted average utility (weighted by inverse endowment).
Args:
coin_endowments (ndarray): The array of coin endowments for each of the
agents in the simulated economy.
utilities (ndarray): The array of utilities for each of the agents in the
simulated economy.
Returns:
Weighted average utility (float).
"""
pareto_weights = 1 / np.maximum(coin_endowments, 1)
pareto_weights = pareto_weights / np.sum(pareto_weights)
return np.sum(utilities * pareto_weights)