pqc/external/flint-2.4.3/nmod_poly/test/t-gcd_euclidean.c

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2014-05-18 22:03:37 +00:00
/*=============================================================================
This file is part of FLINT.
FLINT 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.
FLINT 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 FLINT; if not, write to the Free Software
Foundation, Inc., 51 Franklin St, Fifth Floor, Boston, MA 02110-1301 USA
=============================================================================*/
/******************************************************************************
Copyright (C) 2011 William Hart
******************************************************************************/
#include <stdio.h>
#include <stdlib.h>
#include <gmp.h>
#include "flint.h"
#include "nmod_poly.h"
#include "ulong_extras.h"
int
main(void)
{
int i, result;
FLINT_TEST_INIT(state);
flint_printf("gcd_euclidean....");
fflush(stdout);
/*
Find coprime polys, multiply by another poly
and check the GCD is that poly
*/
for (i = 0; i < 100 * flint_test_multiplier(); i++)
{
nmod_poly_t a, b, c, g;
mp_limb_t n;
do n = n_randtest_not_zero(state);
while (!n_is_probabprime(n));
nmod_poly_init(a, n);
nmod_poly_init(b, n);
nmod_poly_init(c, n);
nmod_poly_init(g, n);
do {
nmod_poly_randtest(a, state, n_randint(state, 200));
nmod_poly_randtest(b, state, n_randint(state, 200));
nmod_poly_gcd_euclidean(g, a, b);
} while (g->length != 1);
do {
nmod_poly_randtest(c, state, n_randint(state, 200));
} while (c->length < 2);
nmod_poly_make_monic(c, c);
nmod_poly_mul(a, a, c);
nmod_poly_mul(b, b, c);
nmod_poly_gcd_euclidean(g, a, b);
result = (nmod_poly_equal(g, c));
if (!result)
{
flint_printf("FAIL:\n");
nmod_poly_print(a), flint_printf("\n\n");
nmod_poly_print(b), flint_printf("\n\n");
nmod_poly_print(c), flint_printf("\n\n");
nmod_poly_print(g), flint_printf("\n\n");
flint_printf("n = %wd\n", n);
abort();
}
nmod_poly_clear(a);
nmod_poly_clear(b);
nmod_poly_clear(c);
nmod_poly_clear(g);
}
/* Check aliasing of a and g */
for (i = 0; i < 100 * flint_test_multiplier(); i++)
{
nmod_poly_t a, b, g;
mp_limb_t n;
do n = n_randtest(state);
while (!n_is_probabprime(n));
nmod_poly_init(a, n);
nmod_poly_init(b, n);
nmod_poly_init(g, n);
nmod_poly_randtest(a, state, n_randint(state, 200));
nmod_poly_randtest(b, state, n_randint(state, 200));
nmod_poly_gcd_euclidean(g, a, b);
nmod_poly_gcd_euclidean(a, a, b);
result = (nmod_poly_equal(a, g));
if (!result)
{
flint_printf("FAIL:\n");
nmod_poly_print(a), flint_printf("\n\n");
nmod_poly_print(b), flint_printf("\n\n");
nmod_poly_print(g), flint_printf("\n\n");
flint_printf("n = %wd\n", n);
abort();
}
nmod_poly_clear(a);
nmod_poly_clear(b);
nmod_poly_clear(g);
}
/* Check aliasing of b and g */
for (i = 0; i < 100 * flint_test_multiplier(); i++)
{
nmod_poly_t a, b, g;
mp_limb_t n;
do n = n_randtest(state);
while (!n_is_probabprime(n));
nmod_poly_init(a, n);
nmod_poly_init(b, n);
nmod_poly_init(g, n);
nmod_poly_randtest(a, state, n_randint(state, 200));
nmod_poly_randtest(b, state, n_randint(state, 200));
nmod_poly_gcd_euclidean(g, a, b);
nmod_poly_gcd_euclidean(b, a, b);
result = (nmod_poly_equal(b, g));
if (!result)
{
flint_printf("FAIL:\n");
nmod_poly_print(a), flint_printf("\n\n");
nmod_poly_print(b), flint_printf("\n\n");
nmod_poly_print(g), flint_printf("\n\n");
flint_printf("n = %wd\n", n);
abort();
}
nmod_poly_clear(a);
nmod_poly_clear(b);
nmod_poly_clear(g);
}
FLINT_TEST_CLEANUP(state);
flint_printf("PASS\n");
return 0;
}