1.699999999999999938830795788659981743333 \cdot 10^{308} \cdot t - 1.699999999999999938830795788659981743333 \cdot 10^{308}\mathsf{fma}\left(1.699999999999999938830795788659981743333 \cdot 10^{308}, t, -1.699999999999999938830795788659981743333 \cdot 10^{308}\right)double f(double t) {
double r74806 = 1.7e+308;
double r74807 = t;
double r74808 = r74806 * r74807;
double r74809 = r74808 - r74806;
return r74809;
}
double f(double t) {
double r74810 = 1.7e+308;
double r74811 = t;
double r74812 = -r74810;
double r74813 = fma(r74810, r74811, r74812);
return r74813;
}




Bits error versus t
| Original | 64.0 |
|---|---|
| Target | 0 |
| Herbie | 0 |
Initial program 64.0
rmApplied fma-neg0
Final simplification0
herbie shell --seed 2019303 +o rules:numerics
(FPCore (t)
:name "fma_test2"
:precision binary64
:pre (<= 1.8999999999999999 t 2.10000000000000009)
:herbie-target
(fma 1.6999999999999999e308 t (- 1.6999999999999999e308))
(- (* 1.6999999999999999e308 t) 1.6999999999999999e308))