Python code to generate k-combinations from N numbers. Included is a recursive and an iterative version. It’s easy.
def choose_rec(n,k): a = range(k) choose_rec(0,n,k,0,a) def choose_rec_aux(col,n,k,start,a): if col == k: print a return for i in range(start,n-k+col+1): a[col] = i choose_rec_aux(col+1,n,k,i+1,a) def choose_iter(n,k): a = range(k) f = range(n-1,n-k-1,-1) f.reverse() print a while True: i = k-1 while i >= 0 and a[i] == f[i]: i = i - 1 if i < 0: return else: a[i] = a[i] + 1 for i in range(i+1, k): a[i] = a[i-1] + 1 for j in range(a[i], n): a[i] = j print a
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