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Link: http://codepad.org/TIVS4Ii6    [ raw code | output | fork ]

yhl20001210 - C++, pasted on Aug 26:
//17_fibonacci.cpp
//To calculate the n-th number of the Fibonacci sequence. - Using memorized search, without a vector but a GLOBAL array
//DEBUGGING ON codepad

#include <iostream>
#include <cstring>

using std::cin;
using std::cout;

const int MAXN=(46+4);
int mem[MAXN]={0};

int fbnci(int n);

int main() {
    int n=19;
    //cin>>n;
    for (int i=0; i<=n; i++) {
    cout<<fbnci(i)<<"\n\n";
    memset(mem, 0, sizeof(mem));
    }
    return 0;
}

int fbnci(int n) {
    if (mem[n]!=0) {
        cout<<n<<":MEM"<<mem[n]<<"\n";
        return mem[n];
    }
    else {
        mem[n]=(n==0||n==1)?1:(fbnci(n-2)+fbnci(n-1));
        cout<<n<<":CEA"<<mem[n]<<"\n";
        return mem[n];
    }
}


Output:
1
2
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0:CEA1
1

1:CEA1
1

0:CEA1
1:CEA1
2:CEA2
2

1:CEA1
0:CEA1
1:MEM1
2:CEA2
3:CEA3
3

0:CEA1
1:CEA1
2:CEA2
1:MEM1
2:MEM2
3:CEA3
4:CEA5
5

1:CEA1
0:CEA1
1:MEM1
2:CEA2
3:CEA3
2:MEM2
3:MEM3
4:CEA5
5:CEA8
8

0:CEA1
1:CEA1
2:CEA2
1:MEM1
2:MEM2
3:CEA3
4:CEA5
3:MEM3
4:MEM5
5:CEA8
6:CEA13
13

1:CEA1
0:CEA1
1:MEM1
2:CEA2
3:CEA3
2:MEM2
3:MEM3
4:CEA5
5:CEA8
4:MEM5
5:MEM8
6:CEA13
7:CEA21
21

0:CEA1
1:CEA1
2:CEA2
1:MEM1
2:MEM2
3:CEA3
4:CEA5
3:MEM3
4:MEM5
5:CEA8
6:CEA13
5:MEM8
6:MEM13
7:CEA21
8:CEA34
34

1:CEA1
0:CEA1
1:MEM1
2:CEA2
3:CEA3
2:MEM2
3:MEM3
4:CEA5
5:CEA8
4:MEM5
5:MEM8
6:CEA13
7:CEA21
6:MEM13
7:MEM21
8:CEA34
9:CEA55
55

0:CEA1
1:CEA1
2:CEA2
1:MEM1
2:MEM2
3:CEA3
4:CEA5
3:MEM3
4:MEM5
5:CEA8
6:CEA13
5:MEM8
6:MEM13
7:CEA21
8:CEA34
7:MEM21
8:MEM34
9:CEA55
10:CEA89
89

1:CEA1
0:CEA1
1:MEM1
2:CEA2
3:CEA3
2:MEM2
3:MEM3
4:CEA5
5:CEA8
4:MEM5
5:MEM8
6:CEA13
7:CEA21
6:MEM13
7:MEM21
8:CEA34
9:CEA55
8:MEM34
9:MEM55
10:CEA89
11:CEA144
144

0:CEA1
1:CEA1
2:CEA2
1:MEM1
2:MEM2
3:CEA3
4:CEA5
3:MEM3
4:MEM5
5:CEA8
6:CEA13
5:MEM8
6:MEM13
7:CEA21
8:CEA34
7:MEM21
8:MEM34
9:CEA55
10:CEA89
9:MEM55
10:MEM89
11:CEA144
12:CEA233
233

1:CEA1
0:CEA1
1:MEM1
2:CEA2
3:CEA3
2:MEM2
3:MEM3
4:CEA5
5:CEA8
4:MEM5
5:MEM8
6:CEA13
7:CEA21
6:MEM13
7:MEM21
8:CEA34
9:CEA55
8:MEM34
9:MEM55
10:CEA89
11:CEA144
10:MEM89
11:MEM144
12:CEA233
13:CEA377
377

0:CEA1
1:CEA1
2:CEA2
1:MEM1
2:MEM2
3:CEA3
4:CEA5
3:MEM3
4:MEM5
5:CEA8
6:CEA13
5:MEM8
6:MEM13
7:CEA21
8:CEA34
7:MEM21
8:MEM34
9:CEA55
10:CEA89
9:MEM55
10:MEM89
11:CEA144
12:CEA233
11:MEM144
12:MEM233
13:CEA377
14:CEA610
610

1:CEA1
0:CEA1
1:MEM1
2:CEA2
3:CEA3
2:MEM2
3:MEM3
4:CEA5
5:CEA8
4:MEM5
5:MEM8
6:CEA13
7:CEA21
6:MEM13
7:MEM21
8:CEA34
9:CEA55
8:MEM34
9:MEM55
10:CEA89
11:CEA144
10:MEM89
11:MEM144
12:CEA233
13:CEA377
12:MEM233
13:MEM377
14:CEA610
15:CEA987
987

0:CEA1
1:CEA1
2:CEA2
1:MEM1
2:MEM2
3:CEA3
4:CEA5
3:MEM3
4:MEM5
5:CEA8
6:CEA13
5:MEM8
6:MEM13
7:CEA21
8:CEA34
7:MEM21
8:MEM34
9:CEA55
10:CEA89
9:MEM55
10:MEM89
11:CEA144
12:CEA233
11:MEM144
12:MEM233
13:CEA377
14:CEA610
13:MEM377
14:MEM610
15:CEA987
16:CEA1597
1597

1:CEA1
0:CEA1
1:MEM1
2:CEA2
3:CEA3
2:MEM2
3:MEM3
4:CEA5
5:CEA8
4:MEM5
5:MEM8
6:CEA13
7:CEA21
6:MEM13
7:MEM21
8:CEA34
9:CEA55
8:MEM34
9:MEM55
10:CEA89
11:CEA144
10:MEM89
11:MEM144
12:CEA233
13:CEA377
12:MEM233
13:MEM377
14:CEA610
15:CEA987
14:MEM610
15:MEM987
16:CEA1597
17:CEA2584
2584

0:CEA1
1:CEA1
2:CEA2
1:MEM1
2:MEM2
3:CEA3
4:CEA5
3:MEM3
4:MEM5
5:CEA8
6:CEA13
5:MEM8
6:MEM13
7:CEA21
8:CEA34
7:MEM21
8:MEM34
9:CEA55
10:CEA89
9:MEM55
10:MEM89
11:CEA144
12:CEA233
11:MEM144
12:MEM233
13:CEA377
14:CEA610
13:MEM377
14:MEM610
15:CEA987
16:CEA1597
15:MEM987
16:MEM1597
17:CEA2584
18:CEA4181
4181

1:CEA1
0:CEA1
1:MEM1
2:CEA2
3:CEA3
2:MEM2
3:MEM3
4:CEA5
5:CEA8
4:MEM5
5:MEM8
6:CEA13
7:CEA21
6:MEM13
7:MEM21
8:CEA34
9:CEA55
8:MEM34
9:MEM55
10:CEA89
11:CEA144
10:MEM89
11:MEM144
12:CEA233
13:CEA377
12:MEM233
13:MEM377
14:CEA610
15:CEA987
14:MEM610
15:MEM987
16:CEA1597
17:CEA2584
16:MEM1597
17:MEM2584
18:CEA4181
19:CEA6765
6765



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