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import ast
import numpy as np
import math
from .common.metrics import mse
from .common.conversions import str_to_list
class MSE:
"""Mean Squared Error."""
@staticmethod
def match(response: str, correct_answer: str) -> int:
"""Return the mean squared error."""
try:
return mse(ast.literal_eval(response), ast.literal_eval(correct_answer))
except (SyntaxError, ValueError):
return 0
class NormalizedRMSE:
"""Mean Squared Error."""
MIN = 0.0
MAX = 0.1
@classmethod
def match(cls, response: str, correct_answer: str) -> int:
"""Return the mean squared error."""
try:
mse_val = mse(ast.literal_eval(response), ast.literal_eval(correct_answer))
rmse = np.clip(np.sqrt(mse_val), cls.MIN, cls.MAX)
norm_rmse = 1 - (rmse - cls.MIN) / (cls.MAX - cls.MIN)
return norm_rmse
except (SyntaxError, ValueError):
return 0
class AngleSeqFloatRMSE:
"""Whether the sequence of numbers is close enough to the real answer."""
MIN = 0.0
MAX = 10.0
@classmethod
def match(cls, responses, targets) -> float:
"""Determines whether the sequence of floats are close enough to the real answer."""
responses = str_to_list(responses)
targets = str_to_list(targets)
if len(responses) != len(targets):
return 0
try:
res = np.array(responses)
tgt = np.array(targets)
rmse = np.sqrt(mse(res, tgt)).sum() / len(targets)
except: # cannot obtain the rmse from the response, return 0
return 0
rmse = np.clip(rmse, cls.MIN, cls.MAX)
norm_rmse = 1 - (rmse - cls.MIN) / (cls.MAX - cls.MIN)
if math.isnan(norm_rmse):
return 0
return norm_rmse