solarwindpy.fitfunctions.lines.Lineο
- class Line(xobs, yobs, **kwargs)[source]ο
Bases:
FitFunctionLinear fit function for straight line relationships.
Fits data to the form: y = m*x + b
- __init__(xobs, yobs, **kwargs)[source]ο
Initialize fit function with observed data.
- Parameters:
xobs (array-like) β Observed x values (independent variable). Shape must match yobs.
yobs (array-like) β Observed y values (dependent variable). Shape must match xobs.
**kwargs β The description is missing.
Notes
The fitting procedure uses scipy.optimize.least_squares with robust loss functions (Huber by default) to handle outliers. The initial parameter guess is provided by the p0 property, which must be implemented by subclasses.
All subclasses inherit this documentation automatically through the docstring-inheritance metaclass.
Examples
>>> import numpy as np >>> from solarwindpy.fitfunctions import Gaussian >>> x = np.linspace(-5, 5, 100) >>> y = 3 * np.exp(-0.5 * x**2) + np.random.normal(0, 0.1, 100) >>> fit = Gaussian(x, y, xmin=-3, xmax=3) >>> fit.make_fit() >>> print(f"Fitted mu: {fit.popt['mu']:.3f}")
- property functionο
Get the function that`curve_fit` fits.
The function is set at instantiation. It doesnβt make sense to change it unless you redefine the entire FitFunction, so there is no new kwarg.
- property p0ο
Calculate the initial guess for the line parameters.
If this fails, return
curve_fit()βs default value None.- Returns:
p0 β The initial guesses as [m, b].
- Return type:
- property TeX_functionο
Function written in LaTeX.
- property x_interceptο
Calculate the x-intercept of the fitted line.
- Returns:
The x value where the line crosses y=0.
- Return type:
- property TeX_infoο
- property argnamesο
The names of the actual function arguments pulled by getfullargspec.
- build_TeX_info()ο
- build_plotter()ο
- property chisq_dofο
Chisq per degree of freedom \(\chi^2_\nu\).
If None, not calculated by make_fit_old. If np.nan, fit failed.
- property combined_popt_psigmaο
Convenience to extract all versions of the optimized parameters.
- property dofο
Degrees of freedom in the fit.
- property fit_boundsο
Bounds used when running the fit.
- property fit_resultο
- property initial_guess_infoο
- property loggerο
- make_fit(return_exception=False, **kwargs)ο
Fit the function with the independent xobs and dependent yobs.
Uses least_squares and returns the OptimizeResult object, but treats weights as in curve_fit.
- Parameters:
return_exception (bool) β If True, return exceptions from fitting routine, instead of raising. This is useful when looping through many fits and wanting to identify failed fits after the fact.
**kwargs β The description is missing.
- property nobsο
The total number of observations used in the fit.
- property observationsο
- property pcovο
Returns a copy so that the matrix isnβt accidentally edited.
- property plotterο
- property poptο
Optimized fit parameters.
- property psigmaο
- property psigma_relativeο
- residuals(pct=False)ο
Calculate the fit residuals.
If pct, normalize by fit yvalues.
- Parameters:
pct β The description is missing.
- property rsqο
Coefficient of determination.
Source: <en.wikipedia.org/wiki/Coefficient_of_determination#Definitions>
- set_fit_obs(xobs_raw, yobs_raw, weights_raw, xmin=None, xmax=None, xoutside=None, ymin=None, ymax=None, youtside=None, wmin=None, wmax=None, logx=False, logy=False)ο
Set the observed values weβll actually use in the fit.
By applying limits to xobs_raw and yobs_raw and checking for finite values.
All boundaries are inclusive <= or >=.
If logy, then make selection of wmin and wmax based on \(w/(y \ln(10))\).
- Parameters:
xobs_raw β The description is missing.
yobs_raw β The description is missing.
weights_raw β The description is missing.
xmin β The description is missing.
xmax β The description is missing.
xoutside β The description is missing.
ymin β The description is missing.
ymax β The description is missing.
youtside β The description is missing.
wmin β The description is missing.
wmax β The description is missing.
logx β The description is missing.
logy β The description is missing.
- property sufficient_dataο
Ensure that we can fit the data before doing any computations.