Source code for beetroots.approx_optim.forward_map.poly_reg

import pickle
from typing import Dict, Optional, Tuple

import numpy as np

from beetroots.approx_optim.forward_map.abstract_forward_map import (
    ApproxOptimForwardMap,
)
from beetroots.modelling.forward_maps.regression_poly import PolynomialApprox
from beetroots.space_transform.transform import MyScaler


[docs] class ApproxOptimPolynomialReg(ApproxOptimForwardMap): r"""handles the generation of a dataset of :math:`\log_{10} f_{\ell}(\theta)` values for a polynomial forward map .. warning:: Unfinished class. Needs to be updated for D_sampling to remove the angle parameter. Needs work on the :class:`.PolynomialApprox` class """
[docs] def setup_forward_map( self, forward_model_name: str, dict_fixed_params: Dict[str, Optional[float]], dict_is_log_scale_params: Dict[str, bool], ) -> Tuple[MyScaler, PolynomialApprox]: with open( f"{self.MODELS_PATH}/{forward_model_name}/scaler.pickle", "rb", ) as file_: scaler_sklearn = pickle.load(file_) scaler = MyScaler( mean_=scaler_sklearn.mean_[:-1].flatten(), std_=scaler_sklearn.scale_[:-1].flatten(), list_is_log=list(dict_is_log_scale_params.values()), ) # transformation from linear scale (in degrees) to scaled angle = dict_fixed_params["angle"] assert angle is not None angle_scaled = (angle - 30.0) / 20.0 dict_fixed_params_scaled = self.scale_dict_fixed_params( scaler, dict_fixed_params ) # load forward model forward_map = PolynomialApprox( self.MODELS_PATH, forward_model_name, dict_fixed_params_scaled, angle_scaled, ) forward_map.restrict_to_output_subset(self.list_lines) return scaler, forward_map
[docs] def compute_log10_f_Theta( self, dict_forward_model: dict, lower_bounds_lin: np.ndarray, upper_bounds_lin: np.ndarray, ): r""".. warning:: Unfinished method. Needs to be updated for D_sampling to remove the angle parameter. Needs work on the :class:`.PolynomialApprox` class """ scaler, forward_map = self.setup_forward_map(**dict_forward_model) lower_bounds = scaler.from_lin_to_scaled( lower_bounds_lin.reshape((1, self.D)), ).flatten() upper_bounds = scaler.from_lin_to_scaled( upper_bounds_lin.reshape((1, self.D)), ).flatten() Theta = self.sample_theta(lower_bounds, upper_bounds) # the division is to get log in base 10 log10_f_Theta = forward_map.evaluate_log(Theta) / np.log(10) assert log10_f_Theta.shape == (self.N_samples_theta, self.L) return log10_f_Theta