fixed logic error relative variance doenst make sense, instead use relative deviation

master
leonnicolas 5 years ago
parent 225524b15c
commit da2fc66a88

@ -131,8 +131,12 @@ int main(int argc, char **argv) {
uint64_t mean = 0;
for ( size_t i = 0 ; i < arguments.iterations; i++){
mean += nanos[i];
printf("dif=%ld sec %ld nsec \t nanos= %ld\n", t_times[i].tv_sec , t_times[i].tv_nsec, nanos[i]);
if (arguments.verbose && !arguments.silent){
printf("dif=%ld sec %ld nsec \t nanos= %ld\n", t_times[i].tv_sec , t_times[i].tv_nsec, nanos[i]);
}
}
if (arguments.verbose){
printf("--------------------------------------------\n");
}
mean = mean / arguments.iterations;
@ -140,20 +144,23 @@ int main(int argc, char **argv) {
uint64_t variance = 0;
for ( size_t i = 0 ; i < arguments.iterations; i++){
variance += (mean - nanos[i]) * (mean - nanos[i]);
//printf("%ld ** 2 = %ld\t",(mean - nanos[i]),(mean - nanos[i]) * (mean - nanos[i]));
}
variance = variance / arguments.iterations;
double std_derivation = sqrt(variance);
double relvar = (double) variance / (double) mean ;
double std_deviation = sqrt(variance);
double rel_deviation = (double) std_deviation / (double) mean ;
double gflop =( double ) arguments.reps_per_iteration / (double) mean ; // flops per nanosecond = Gflops
double vgfkop = (double) relvar * gflop;
double std_variation_gflop = sqrt(vgfkop);
printf("-----------------------------\n");
double std_deviation_gflop = rel_deviation * gflop;
double vgfkop = std_deviation_gflop * std_deviation_gflop;
if(arguments.silent){
return 0;
}
printf("raw:\n");
printf("mean: %ld\tstd_variation: %f\tvar: %ld\trel var: %f\n", mean,std_derivation, variance, relvar);
printf("mean: %ld\tstd_variation: %f\tvar: %ld\trel deviation: %f\n", mean,std_deviation, variance, rel_deviation);
printf("\ngflops:\n");
printf("mean: %f\tstd_variation: %f\tvar: %f\trel var: %f\n", gflop,std_variation_gflop, vgfkop, relvar);
printf("mean: %f\tstd_variation: %f\tvar: %f\trel deviation: %f\n", gflop,std_deviation_gflop, vgfkop, rel_deviation);
return 0;
}

Loading…
Cancel
Save