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julia/C microbenchmark
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function squareroot(x) | |
it = x | |
while abs(it*it - x) > 1e-13 | |
it = it - (it*it-x)/(2it) | |
end | |
return it | |
end | |
function time_sqrt(x) | |
const num_iter = 100000 | |
q = zero(x) | |
t = time() | |
for i in 1:num_iter | |
q += squareroot(x) | |
end | |
t = time() - t | |
@show t/num_iter | |
return q | |
end | |
time_sqrt(10000.0) |
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#include <stdio.h> | |
#include <math.h> | |
#include <sys/time.h> | |
/* | |
gcc -O2 --std=c99 -march=native -o newton_raw newton_raw.c | |
clang -O2 --std=c99 -o newton_raw newton_raw.c | |
*/ | |
// copied from julia | |
double clock_now() | |
{ | |
struct timeval now; | |
gettimeofday(&now, NULL); | |
return (double)now.tv_sec + (double)now.tv_usec/1.0e6; | |
} | |
double squareroot(double x) | |
{ | |
double it = x; | |
while (fabs(it*it - x) > 1e-13) { | |
it = it - (it*it-x)/(2*it); | |
} | |
return it; | |
} | |
int main() | |
{ | |
const int num_iter = 100000; | |
double t = clock_now(); | |
volatile double sum_real = 0; | |
for (int i = 0; i < num_iter; i++) { | |
sum_real += squareroot(10000.0); | |
} | |
double t_double = clock_now() - t; | |
printf("%e seconds\n", t_double/num_iter); | |
} |
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