This is a simple demonstration of meta programming. It shows the idea
of meta programming. It basically calculates the factorial of a number
before runtime. When I first saw the concept of meta programming,
it blew my mind so badly. I was so surprised that one could do this.
Its soooo kewl, don't you think?
Compile time factorial
avarionist commented: I'm still working out how exactly it works but man speed glorious speed +1
#include <iostream>
using std::cout;
template<int val>
struct staticFactorial{
enum {result = val*staticFactorial<val-1>::result};
};
//template specilization
template<> struct staticFactorial<0>{
enum {result = 1};
};
int main(){
int A[] = { staticFactorial<0>::result,
staticFactorial<1>::result,
staticFactorial<2>::result,
staticFactorial<3>::result,
staticFactorial<4>::result,
staticFactorial<5>::result,
staticFactorial<6>::result,
staticFactorial<7>::result
};
for(int i = 0; i < sizeof(A)/sizeof(A[0]); ++i){
cout << A[i] << "\n";
}
}
avarionist 1 Junior Poster in Training
This is a simple demonstration of meta programming. It shows the idea
of meta programming. It basically calculates the factorial of a number
before runtime. When I first saw the concept of meta programming,
it blew my mind so badly. I was so surprised that one could do this.
Its soooo kewl, don't you think?
that was wicked fast nice bit :P
griswolf 304 Veteran Poster
Boost has a lot of nice meta programming code. I first saw this (or was it a Fibonacci?) quite a long time ago (probably about 15 years?).
You do have to be wary that too much of this kind of thing can make the compiler run a long time, use up space to store the precalculated values, and obfuscate your code, among other downsides. http://en.wikipedia.org/wiki/Template_metaprogramming#Benefits_and_drawbacks_of_template_metaprogramming
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