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Test the efficiency of recursive functions and loop constructs and conditionals
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#import "Clocking.h" | |
#include <stdio.h> | |
#include <stdlib.h> | |
#include <stdint.h> | |
#include <time.h> | |
#define CONDITION(x) ((clock_t)nil ^ x) | |
#define DECREMENT(x) (x = ~-x) | |
#define ADJUST_TIME(x) x / CLOCKS_PER_SEC | |
#define TOTAL_TIME(a,z) ADJUST_TIME((double)(z - a)) | |
#define PRINT_RESULT(a,z) printf("\n%lu iterations:\n\tbeg %f\n\tend %f\n\t----------------\n\tsum\t%f\n------------------------- %f\n\n", (unsigned long)a, ADJUST_TIME(a), ADJUST_TIME(z), TOTAL_TIME(a, z), (TOTAL_TIME(a, z)/a) * CLOCKS_PER_SEC) | |
@interface Clocking () | |
@end | |
@implementation Clocking | |
- (void)clock_tests { | |
[super viewDidLoad]; | |
{ | |
clock_t start_t; | |
clock_t end_t = | |
({ | |
clock_t count = (start_t = clock()); | |
for (; CONDITION(count); ) { | |
DECREMENT(count); | |
} | |
clock(); | |
}); | |
PRINT_RESULT((double)start_t, (double)end_t); | |
} | |
{ | |
clock_t start_t; | |
clock_t end_t = | |
({ | |
clock_t count = (start_t = clock()); | |
do { | |
DECREMENT(count); | |
} while (CONDITION(count)); | |
clock(); | |
}); | |
PRINT_RESULT((double)start_t, (double)end_t); | |
} | |
{ | |
clock_t start_t, end_t; | |
({ | |
static clock_t (^recursive_f)(clock_t); | |
static clock_t (^ const * recursive_t)(clock_t) = &recursive_f; | |
end_t = (recursive_f = ^ (clock_t count) { | |
return (CONDITION(count)) ? (*recursive_t)(DECREMENT(count)) : (clock_t)clock(); | |
})(({ | |
start_t = clock(); | |
start_t; | |
})); | |
}); | |
PRINT_RESULT((double)start_t, (double)end_t); | |
} | |
} | |
@end |
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Sample console output:
161258 iterations:
beg 0.161258
end 0.161393
----------------
sum 0.000135
------------------------- 0.000837
161408 iterations:
beg 0.161408
end 0.161540
----------------
sum 0.000132
------------------------- 0.000818
161543 iterations:
beg 0.161543
end 0.162586
----------------
sum 0.001043
------------------------- 0.006456