/* y0 is the Bessel function of the second kind of order 0 */
START (y0);
- TEST_f_f (y0, -1.0, minus_infty);
+ TEST_f_f (y0, -1.0, minus_infty, INVALID_EXCEPTION);
TEST_f_f (y0, 0.0, minus_infty);
TEST_f_f (y0, nan_value, nan_value);
TEST_f_f (y0, plus_infty, 0);
/* y1 is the Bessel function of the second kind of order 1 */
START (y1);
- TEST_f_f (y1, -1.0, minus_infty);
+ TEST_f_f (y1, -1.0, minus_infty, INVALID_EXCEPTION);
TEST_f_f (y1, 0.0, minus_infty);
TEST_f_f (y1, plus_infty, 0);
TEST_f_f (y1, nan_value, nan_value);
START (yn);
/* yn (0, x) == y0 (x) */
- TEST_ff_f (yn, 0, -1.0, minus_infty);
+ TEST_ff_f (yn, 0, -1.0, minus_infty, INVALID_EXCEPTION);
TEST_ff_f (yn, 0, 0.0, minus_infty);
TEST_ff_f (yn, 0, nan_value, nan_value);
TEST_ff_f (yn, 0, plus_infty, 0);
TEST_ff_f (yn, 0, 10.0, 0.0556711672835993914244598774101900481L);
/* yn (1, x) == y1 (x) */
- TEST_ff_f (yn, 1, -1.0, minus_infty);
+ TEST_ff_f (yn, 1, -1.0, minus_infty, INVALID_EXCEPTION);
TEST_ff_f (yn, 1, 0.0, minus_infty);
TEST_ff_f (yn, 1, plus_infty, 0);
TEST_ff_f (yn, 1, nan_value, nan_value);