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Home/ Questions/Q 6386477
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Editorial Team
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Editorial Team
Asked: May 25, 20262026-05-25T03:01:53+00:00 2026-05-25T03:01:53+00:00

I am reading on tail recursion as below Tail recursion refers to a recursive

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I am reading on tail recursion as below

Tail recursion refers to a recursive call at the last line. Tail
recursion can be mechanically eliminated by enclosing the body in a
while loop and replacing the recursive call with one assignment per
function argument.

For example

void print(Iterator start, Iterator end, ostream& out=cout) {
  if(start == end)
      return;
  out << *start++ << endl;
  print(start, end, out);
}

is converted to iterative by above specification as

void print(Iterator start, Iterator end, ostream& out=cout) {
   while(true) {
      if(start == end)
          return;
      out << *start++ << endl;
    }
}

In above passage it is mentioned that “replacing recursive call with one assignment per function argument, but in given example we didn’t have any assignment?

Can any one explain and provide example for above explanation about how to translate recursive to iterative function?

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  1. Editorial Team
    Editorial Team
    2026-05-25T03:01:54+00:00Added an answer on May 25, 2026 at 3:01 am

    The general conversion of recursive to iterative would look like this.

    Original code:

    void print(Iterator start, Iterator end, ostream& out=cout) {
      if(start == end)
          return;
      out << *start++ << endl;
      print(start, end, out);
    }
    

    Converted code:

    void print(Iterator start, Iterator end, ostream& out=cout) {
      while(true) {
         if(start == end)
            return;
         out << *start << endl;
    
         // One assignment per function argument for 'general' tail recursion
         start = start + 1;       // (1)
         end = end;               // (2)
         out = out;               // (3)
      }
    }
    

    The three assignments as in the explanation are included. Assignment (1) is embedded in the start++, assignments (2) and (3) are optimized away.

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