Created
October 19, 2012 15:11
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Benchmark.sh Results
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__ JAVASCRIPT V8 (v8) __ | |
real 0m0.658s | |
user 0m0.654s | |
sys 0m0.008s | |
__ NODE.JS (node) __ | |
real 0m0.734s | |
user 0m0.721s | |
sys 0m0.016s | |
__ JS SPIDERMONKEY (js) __ | |
real 0m10.691s | |
user 0m10.685s | |
sys 0m0.007s | |
__ PYTHON (python) __ | |
real 0m14.843s | |
user 0m14.763s | |
sys 0m0.081s | |
__ PYTHON OPTIMIZED (python -O) __ | |
real 0m14.796s | |
user 0m14.780s | |
sys 0m0.016s | |
__ PYTHON OPT. + JIT (pypy -O) __ | |
real 0m1.398s | |
user 0m1.377s | |
sys 0m0.021s | |
__ JAVA (java) __ | |
real 0m1.084s | |
user 0m1.905s | |
sys 0m0.069s | |
__ (GCC) UNOPTIMIZED C/++ (gcc) __ | |
real 0m0.531s | |
user 0m0.529s | |
sys 0m0.003s | |
__ (GCC) OPTIMIZED C/++ (gcc -O3) __ | |
real 0m0.336s | |
user 0m0.334s | |
sys 0m0.003s | |
__ (CLANG) OPTIMIZED C/++ (clang -O4) __ | |
real 0m0.335s | |
user 0m0.333s | |
sys 0m0.003s |
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echo "__ JAVASCRIPT V8 (v8) __" | |
time shell_x64 primes.js | grep real | |
echo "" | |
echo "__ NODE.JS (node) __" | |
time node primes_node.js | grep real | |
echo "" | |
echo "__ JS SPIDERMONKEY (js) __" | |
time js primes.js | grep real | |
echo "" | |
echo "__ PYTHON (python) __" | |
time python primes.py | grep real | |
echo "" | |
echo "__ PYTHON OPTIMIZED (python -O) __" | |
time python -O primes.py | grep real | |
echo "" | |
echo "__ PYTHON OPT. + JIT (pypy -O) __" | |
time pypy -O primes.py | grep real | |
echo "" | |
echo "__ JAVA (java) __" | |
time java PrimeApp | grep real | |
echo "" | |
echo "__ (GCC) UNOPTIMIZED C/++ (gcc) __" | |
time ./primes | grep real | |
echo "" | |
echo "__ (GCC) OPTIMIZED C/++ (gcc -O3) __" | |
time ./a.out | grep real | |
echo "" | |
echo "__ (CLANG) OPTIMIZED C/++ (clang -O4) __" | |
time ./a.llvm | grep real |
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#include <stdio.h> | |
#define MAXN 250000 | |
int primes[MAXN], curlen; | |
bool isDivisible(int n) | |
{ | |
for (int i = 0; i < curlen; i++) | |
{ | |
long current_prime = primes[i]; | |
if (current_prime*current_prime > n) return false; | |
if (n % primes[i] == 0) return true; | |
} | |
return false; | |
} | |
int main() | |
{ | |
curlen = 0; | |
int n = 2; | |
while (curlen < MAXN) | |
{ | |
if (!isDivisible(n)) | |
{ | |
primes[curlen] = n; | |
curlen++; | |
} | |
n++; | |
} | |
printf("%d",--n); | |
} |
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class PrimeApp { | |
private static Integer[] primes; | |
private static Integer current, curlen; | |
private static Boolean isDivisible(Integer x) | |
{ | |
for (Integer i = 0; i < curlen; i++) | |
{ | |
Integer current_prime = primes[i]; | |
if (current_prime*current_prime > x) return false; | |
if ((x % current_prime) == 0) return true; | |
} | |
return false; | |
} | |
public static void main(String[] args) { | |
primes = new Integer[250000]; | |
current = 2; | |
curlen = 0; | |
while (curlen < 250000) | |
{ | |
if (!PrimeApp.isDivisible(current)) | |
{ | |
primes[curlen] = current; | |
curlen++; | |
} | |
current++; | |
} | |
System.out.println(--current); | |
} | |
} |
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var primes = []; | |
var current = 2; | |
function isDivisible(n) | |
{ | |
for (var i = 0; i < primes.length; i++) | |
{ | |
var current_prime = primes[i]; | |
if (current_prime * current_prime > n) return false; | |
if ((n % current_prime) == 0) return true; | |
} | |
return false; | |
} | |
while (primes.length < 250000) | |
{ | |
if (!isDivisible(current)) primes.push(current); | |
current++; | |
} | |
print(--current); |
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primes = [] | |
current = 2 | |
found = 0 | |
def isDivisible(x): | |
for p in primes: | |
if (p*p > x): return False | |
if (x % p) == 0: return True | |
return False | |
while found < 250000: | |
if not isDivisible(current): | |
primes.append(current) | |
found = found + 1 | |
current = current + 1 | |
print (current-1) |
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var primes = []; | |
var current = 2; | |
function isDivisible(n) | |
{ | |
for (var i = 0; i < primes.length; i++) | |
{ | |
var current_prime = primes[i]; | |
if (current_prime * current_prime > n) return false; | |
if ((n % current_prime) == 0) return true; | |
} | |
return false; | |
} | |
while (primes.length < 250000) | |
{ | |
if (!isDivisible(current)) primes.push(current); | |
current++; | |
} | |
console.log(--current); |
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