return SYSMIS;
}
- ofs = calendar_gregorian_to_offset (y, m, d, &error);
+ ofs = calendar_gregorian_to_offset (y, m, d, settings_get_fmt_settings (),
+ &error);
if (error != NULL)
{
msg (SE, "%s", error);
{ DATE_MINUTES, SS_LITERAL_INITIALIZER ("minutes") },
{ DATE_SECONDS, SS_LITERAL_INITIALIZER ("seconds") },
};
- const int unit_name_cnt = sizeof unit_names / sizeof *unit_names;
+ const int n_unit_names = sizeof unit_names / sizeof *unit_names;
const struct unit_name *un;
- for (un = unit_names; un < &unit_names[unit_name_cnt]; un++)
+ for (un = unit_names; un < &unit_names[n_unit_names]; un++)
if (ss_equals_case (un->name, name))
{
*unit = un->unit;
if (method == SUM_CLOSEST && d > calendar_days_in_month (y, m))
d = calendar_days_in_month (y, m);
- output = calendar_gregorian_to_offset (y, m, d, &error);
+ output = calendar_gregorian_to_offset (y, m, d, settings_get_fmt_settings (),
+ &error);
if (output != SYSMIS)
output = (output * DAY_S) + fmod (date, DAY_S);
else
}
size_t
-count_valid (double *d, size_t d_cnt)
+count_valid (double *d, size_t n)
{
- size_t valid_cnt;
- size_t i;
-
- valid_cnt = 0;
- for (i = 0; i < d_cnt; i++)
- valid_cnt += is_valid (d[i]);
- return valid_cnt;
+ size_t n_valid = 0;
+ for (size_t i = 0; i < n; i++)
+ n_valid += is_valid (d[i]);
+ return n_valid;
}
struct substring
return s;
}
-/* Returns the noncentral beta cumulative distribution function
- value for the given arguments.
-
- FIXME: The accuracy of this function is not entirely
- satisfactory. We only match the example values given in AS
- 310 to the first 5 significant digits. */
-double
-ncdf_beta (double x, double a, double b, double lambda)
-{
- double c;
-
- if (x <= 0. || x >= 1. || a <= 0. || b <= 0. || lambda <= 0.)
- return SYSMIS;
-
- c = lambda / 2.;
- if (lambda < 54.)
- {
- /* Algorithm AS 226. */
- double x0, a0, beta, temp, gx, q, ax, sumq, sum;
- double err_max = 2 * DBL_EPSILON;
- double err_bound;
- int iter_max = 100;
- int iter;
-
- x0 = floor (c - 5.0 * sqrt (c));
- if (x0 < 0.)
- x0 = 0.;
- a0 = a + x0;
- beta = (gsl_sf_lngamma (a0)
- + gsl_sf_lngamma (b)
- - gsl_sf_lngamma (a0 + b));
- temp = gsl_sf_beta_inc (a0, b, x);
- gx = exp (a0 * log (x) + b * log (1. - x) - beta - log (a0));
- if (a0 >= a)
- q = exp (-c + x0 * log (c)) - gsl_sf_lngamma (x0 + 1.);
- else
- q = exp (-c);
- ax = q * temp;
- sumq = 1. - q;
- sum = ax;
-
- iter = 0;
- do
- {
- iter++;
- temp -= gx;
- gx = x * (a + b + iter - 1.) * gx / (a + iter);
- q *= c / iter;
- sumq -= q;
- ax = temp * q;
- sum += ax;
-
- err_bound = (temp - gx) * sumq;
- }
- while (iter < iter_max && err_bound > err_max);
-
- return sum;
- }
- else
- {
- /* Algorithm AS 310. */
- double m, m_sqrt;
- int iter, iter_lower, iter_upper, iter1, iter2, j;
- double t, q, r, psum, beta, s1, gx, fx, temp, ftemp, t0, s0, sum, s;
- double err_bound;
- double err_max = 2 * DBL_EPSILON;
-
- iter = 0;
-
- m = floor (c + .5);
- m_sqrt = sqrt (m);
- iter_lower = m - 5. * m_sqrt;
- iter_upper = m + 5. * m_sqrt;
-
- t = -c + m * log (c) - gsl_sf_lngamma (m + 1.);
- q = exp (t);
- r = q;
- psum = q;
- beta = (gsl_sf_lngamma (a + m)
- + gsl_sf_lngamma (b)
- - gsl_sf_lngamma (a + m + b));
- s1 = (a + m) * log (x) + b * log (1. - x) - log (a + m) - beta;
- fx = gx = exp (s1);
- ftemp = temp = gsl_sf_beta_inc (a + m, b, x);
- iter++;
- sum = q * temp;
- iter1 = m;
-
- while (iter1 >= iter_lower && q >= err_max)
- {
- q = q * iter1 / c;
- iter++;
- gx = (a + iter1) / (x * (a + b + iter1 - 1.)) * gx;
- iter1--;
- temp += gx;
- psum += q;
- sum += q * temp;
- }
-
- t0 = (gsl_sf_lngamma (a + b)
- - gsl_sf_lngamma (a + 1.)
- - gsl_sf_lngamma (b));
- s0 = a * log (x) + b * log (1. - x);
-
- s = 0.;
- for (j = 0; j < iter1; j++)
- {
- double t1;
- s += exp (t0 + s0 + j * log (x));
- t1 = log (a + b + j) - log (a + 1. + j) + t0;
- t0 = t1;
- }
-
- err_bound = (1. - gsl_sf_gamma_inc_P (iter1, c)) * (temp + s);
- q = r;
- temp = ftemp;
- gx = fx;
- iter2 = m;
- for (;;)
- {
- double ebd = err_bound + (1. - psum) * temp;
- if (ebd < err_max || iter >= iter_upper)
- break;
-
- iter2++;
- iter++;
- q = q * c / iter2;
- psum += q;
- temp -= gx;
- gx = x * (a + b + iter2 - 1.) / (a + iter2) * gx;
- sum += q * temp;
- }
-
- return sum;
- }
-}
-
-double
-cdf_bvnor (double x0, double x1, double r)
+static double
+round__ (double x, double mult, double fuzzbits, double adjustment)
{
- double z = pow2 (x0) - 2. * r * x0 * x1 + pow2 (x1);
- return exp (-z / (2. * (1 - r * r))) * (2. * M_PI * sqrt (1 - r * r));
-}
+ if (fuzzbits <= 0)
+ fuzzbits = settings_get_fuzzbits ();
+ adjustment += exp2 (fuzzbits - DBL_MANT_DIG);
-double
-idf_fdist (double P, double df1, double df2)
-{
- double temp = gsl_cdf_beta_Pinv (P, df1 / 2, df2 / 2);
- return temp * df2 / ((1. - temp) * df1);
+ x /= mult;
+ x = x >= 0. ? floor (x + adjustment) : -floor (-x + adjustment);
+ return x * mult;
}
-/*
- * Mathlib : A C Library of Special Functions
- * Copyright (C) 1998 Ross Ihaka
- * Copyright (C) 2000 The R Development Core Team
- *
- * This program is free software; you can redistribute it and/or
- * modify
- * it under the terms of the GNU General Public License as
- * published by
- * the Free Software Foundation; either version 2 of the
- * License, or
- * (at your option) any later version.
- *
- * This program is distributed in the hope that it will be
- * useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty
- * of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public
- * License
- * along with this program; if not, write to the Free Software
- * Foundation, Inc., 51 Franklin Street, Fifth Floor, Boston, MA
- * 02110-1301 USA.
- */
-
-/* Returns the density of the noncentral beta distribution with
- noncentrality parameter LAMBDA. */
double
-npdf_beta (double x, double a, double b, double lambda)
+round_nearest (double x, double mult, double fuzzbits)
{
- if (lambda < 0. || a <= 0. || b <= 0.)
- return SYSMIS;
- else if (lambda == 0.)
- return gsl_ran_beta_pdf (x, a, b);
- else
- {
- double max_error = 2 * DBL_EPSILON;
- int max_iter = 200;
- double term = gsl_ran_beta_pdf (x, a, b);
- double lambda2 = 0.5 * lambda;
- double weight = exp (-lambda2);
- double sum = weight * term;
- double psum = weight;
- int k;
- for (k = 1; k <= max_iter && 1 - psum < max_error; k++) {
- weight *= lambda2 / k;
- term *= x * (a + b) / a;
- sum += weight * term;
- psum += weight;
- a += 1;
- }
- return sum;
- }
+ return round__ (x, mult, fuzzbits, .5);
}
double
-round_nearest (double x, double mult, double fuzzbits)
+round_zero (double x, double mult, double fuzzbits)
{
- double adjustment;
-
- if (fuzzbits <= 0)
- fuzzbits = settings_get_fuzzbits ();
- adjustment = .5 + exp2 (fuzzbits - DBL_MANT_DIG);
-
- x /= mult;
- x = x >= 0. ? floor (x + adjustment) : -floor (-x + adjustment);
- return x * mult;
+ return round__ (x, mult, fuzzbits, 0);
}
struct substring
projects / pspp / blobdiff