Class smooth_gsl (o2scl)¶
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class smooth_gsl¶
Smooth a GSL vector using GSL bsplines.
Todo
In function pair_density():
Needs a bit more error checking and more documentation.
Future: Generalize to generic vector types. (Does this require reworking the GSL linear fitting routines? Doesn’t matter now, the GSL linear fitting routines are now reworked.)
Future: Possibly create a new gsl_bspline class which replaces the GSL bspline workspace
Future: Allow user to probe chi squared and the covariance?
Public Functions
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inline smooth_gsl()¶
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inline smooth_gsl(const gsl_vector *ix)¶
Begin using x-values from vector
ix
.
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inline ~smooth_gsl()¶
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inline void set_ncoeff(int incoeffs)¶
Set the number of coefficients.
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inline void set_order(int order)¶
Set order.
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inline void set_pars(int incoeffs, int order)¶
Set parameters.
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inline void set_x(const gsl_vector *ix)¶
Set the x-values.
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int smooth_data(const gsl_vector *y, const gsl_vector *e, gsl_vector *ys)¶
Smooth data in
y
with errorse
returning resultys
.
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int smooth_data(const gsl_vector *y, gsl_vector *ys)¶
Smooth data in
y
returning resultys
.
Protected Functions
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int fit(const gsl_vector *y)¶
Construct un-weighted fit.
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int fit_errors(const gsl_vector *y, const gsl_vector *e)¶
Construct weighted fit.
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double calc_for_x(double xi)¶
calculate smoothed curve value for a certain xi
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int init()¶
Allocate memory and initialize splines.
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void init_pointers_and_defs()¶
Set default values and zero pointers.
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int free()¶
Free memory.
Protected Attributes
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size_t ncoeffs¶
Number of free coefficients for spline.
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size_t norder¶
Order of spline to be used (4=cubic)
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size_t nbreak¶
internally calculated, number of “segment” to split the data into
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bool x_set¶
True of the x values have been set.
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gsl_bspline_workspace *bw¶
Spline workspace.
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gsl_vector *B¶
Spline temporary vector.
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gsl_vector *c¶
Parameters of linear fit, y=X*c.
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gsl_multifit_linear_workspace *mw¶
Linear fit workspace.
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gsl_matrix *X¶
Workspace for spline fitting.
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const gsl_vector *x¶
Values of the independent variable.
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gsl_matrix *cov¶
Covariance matrix.