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Home/ Questions/Q 8741139
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Editorial Team
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Editorial Team
Asked: June 13, 20262026-06-13T11:15:26+00:00 2026-06-13T11:15:26+00:00

I have written a function and I need to know the big O notation

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I have written a function and I need to know the big O notation for it.
I have tried to slove this myself and I get O(N^2), however I have been told that this is not the correct answer.

Can someone please tell me what the correct notation is and also a step by step explanation of how they came to that answer?

The function is below.

Thanks in advance

    public static string Palindrome(string input) 
    {
        string current = string.Empty;
        string longest = string.Empty;

        int left;
        int center;
        int right;


        if (input == null || input == string.Empty || input.Length == 1)  {   return input;   }


        for (center = 1; center < input.Length -1; center++) 
        {
            left = center - 1;  
            right = center + 1;

            if (input[left] == input[center])
            {
                left--;
            }

            while (0 <= left && right < input.Length) 
            {
                if (input[left] != input[right])
                {
                    break;
                }

                current = input.Substring(left, (right - left + 1));

                longest = current.Length > longest.Length ? current : longest;

                left--;  
                right++;
            }
        }
        return longest;
    }
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1 Answer

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  1. Editorial Team
    Editorial Team
    2026-06-13T11:15:26+00:00Added an answer on June 13, 2026 at 11:15 am

    This is O(n^3) algorithm:

    This part takes O(n^2):

    // O(n) times for while loop

            while (0 <= left && right < input.Length)   
            {
                if (input[left] != input[right])
                {
                    break;
                }
    

    // taking substring is O(n)

                current = input.Substring(left, (right - left + 1)); 
    
                longest = current.Length > longest.Length ? current : longest;
    
                left--;  
                right++;
            }
    

    Also there is an outer O(n), for loop, which causes to O(n*n^2).

    You can improve your algorithm by changing this lines:

       current = input.Substring(left, (right - left + 1)); 
       longest = current.Length > longest.Length ? current : longest;
    

    to:

       currentLength = right - left + 1;
       if(currentLength > longest)
       { 
         longest = current.Length > longest.Length ? current : longest;
         longestLeft = left;
         longestRight = right;
       }
    

    and finally return a substring from longestLeft to longestRight. Actually avoid to use substring method too many times.

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