failure 14:

Requirement failed: {cpow.01;cpow.02} It shall compute the complex power
location
trace /var/opt/lsb/test/olver-core/2013-01-21_10-20-40/math_cexp_scenario.utz (math_cexp_scenario.utt), line 18817
occurence
scenario math_cexp_scenario
specification function cpow_spec()
parameter value  CallContext context = [pid=14189,thr=b75376c0]
parameter value  UnifloatComplex * @x = (double) -1.0000000000000000e+00 (-0x.8000000000000000P1) + i *(double) 0.0000000000000000e+00 (0x.0000000000000000P1)
parameter value  UnifloatComplex * x = (double) -1.0000000000000000e+00 (-0x.8000000000000000P1) + i *(double) 0.0000000000000000e+00 (0x.0000000000000000P1)
parameter value  UnifloatComplex * @y = (double) -1.0000000000000000e+00 (-0x.8000000000000000P1) + i *(double) 0.0000000000000000e+00 (0x.0000000000000000P1)
parameter value  UnifloatComplex * y = (double) -1.0000000000000000e+00 (-0x.8000000000000000P1) + i *(double) 0.0000000000000000e+00 (0x.0000000000000000P1)
return value  (UnifloatComplex *) (double) -1.0000000000000000e+00 (-0x.8000000000000000P1) + i *(double) -1.2246467991473532e-16 (-0x.8D313198A2E03800P-52)
coverage
& branch		 C
all parts of arguments are normal
properties
REQ failed cpow.01
REQ failed cpow.02
expected value (double) -1.0000000000000000e+00 (-0x.8000000000000000P1) + i *(double) -1.4797009536535408e-48 (-0x.8A67CC74020BC000P-158)
kind POSTCONDITION_FAILED
similar known bug(s)
The cpow(x, y) family of functions shall compute the complex power function x^y, with a branch cut for the first parameter along the negative real axis. If the argument is x = (-1) + (-0) * i and y = (-1) + (-0) * i then the function cpow(x, y) return (-1) + (near)(1e-16) * i. This result is too far from (-1). If the argument is x = (-1) + (0) * i and y = (-1) + (0) * i then the function cpow(x, y) return (-1) - (near)(1e-16) * i. This result is too far from (-1). If the argument is x = (-1) + (-0) * i and y = (-1) + (-0) * i then the function cpowl(x, y) return (-1) + (near)(1e-20) * i. This result is too far from (-1). If the argument is x = (-1) + (0) * i and y = (-1) + (0) * i then the function cpowl(x, y) return (-1) + (near)(1e-20) * i. This result is too far from (-1).