madness::max_of_x_1_smooth Struct Reference

#include <masks_and_boxes.h>

Static Public Member Functions
static double	compute_factor (const double &r, const double &tightness, const double &rmax)
	return a smooth transition of linear r to a constant at radius r More...
static double	compute_tightness (const double deviation_at_dot_8_radius, const double rmax)
	compute the tightness parameter given the deviation at 0.8 radius More...

Detailed Description

construct a smooth approximation for the piecewise function f(x)={{x, x<1}, {1,x>1}}. see https://doi.org/10.1186/s40064-016-3278-y

Member Function Documentation

compute_factor()

static double madness::max_of_x_1_smooth::compute_factor ( const double &  r, const double &  tightness, const double &  rmax  )

inlinestatic

return a smooth transition of linear r to a constant at radius r

Parameters

[in]	r	norm of the n-dimensional vector
[in]	tightness	see the compute_tightness() function
[in]	max_radius	where the curve flattens

Returns

factor multiply your vector with the factor xyz->xyz*factor

References a, b, beta, c, and madness::f.

Referenced by madness::R_times_arg_div_R::operator()(), madness::harmonic_potential_boxed::operator()(), and test_smooth_maxout().

compute_tightness()

static double madness::max_of_x_1_smooth::compute_tightness ( const double  deviation_at_dot_8_radius, const double  rmax  )

inlinestatic

compute the tightness parameter given the deviation at 0.8 radius

simple linear fit

References a, and b.

Referenced by madness::harmonic_potential_boxed::harmonic_potential_boxed(), madness::R_times_arg_div_R::R_times_arg_div_R(), and test_smooth_maxout().

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The documentation for this struct was generated from the following file:

• masks_and_boxes.h