Source code for feets.extractors.ext_max_slope

#!/usr/bin/env python
# -*- coding: utf-8 -*-
# Copyright (c) 2017-2024, Cabral, Juan
# Copyright (c) 2025, QuatroPe; ClariĆ”, Felipe
# License: MIT
# Full Text:
#     https://github.com/quatrope/feets/blob/master/LICENSE


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# DOC
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"""Maximum slope extractor."""

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# IMPORTS
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from light_curve import MaximumSlope as _MaximumSlope

from .light_curve_extractor import LightCurveExtractor
from ..libs import doctools


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# EXTRACTOR CLASS
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[docs] class MaxSlope(LightCurveExtractor): r"""Maximum slope between two sub-sequential observations. .. math:: \max_{i=0..N-2}\left|\frac{m_{i+1} - m_i}{t_{i+1} - t_i}\right| Parameters ---------- transform : str or bool or None, optional Transformer to apply to the feature values. If str, must be one of: - 'default' - use default transformer for the feature, it same as giving True. The default for this feature is 'clipped_lg' - 'arcsinh' - Hyperbolic arcsine feature transformer - 'clipped_lg' - Decimal logarithm of a value clipped to a minimum value - 'identity' - Identity feature transformer - 'lg' - Decimal logarithm feature transformer - 'ln1p' - :math:`ln(1+x)` feature transformer - 'sqrt' - Square root feature transformer If bool, must be True to use default transformer or False to disable. If None, no transformation is applied. References ---------- .. [disanto2016feature] D'Isanto, A., Cavuoti, S., Brescia, M., Donalek, C., Longo, G., Riccio, G., & Djorgovski, S. G. (2016). An analysis of feature relevance in the classification of astronomical transients with machine learning methods. Monthly Notices of the Royal Astronomical Society, 457(3), 3119-3132. """ features = ["MaxSlope"] def __init__(self, transform=None): self.transform = transform self._extract = _MaximumSlope(**self.params)
[docs] @doctools.doc_inherit(LightCurveExtractor.extract) def extract(self, time, magnitude, error=None): """ Parameters ---------- time : array-like magnitude : array-like error : array-like, optional """ [maximum_slope] = self._extract(time, magnitude, error) return {"MaxSlope": maximum_slope}