maxStart = currentStart; answer = Math.max(answer, first – second); Write a program to find two lines with max characters in descending order. } Question 10. for (int i = 0; i < arr.length; i++) { Time O(n). Map lookup = new HashMap(); oldstart = newstart; public static int lengthOfLongestSubstring(String str){ 2. below is the code Better solution: http://www.geeksforgeeks.org/length-of-the-longest-substring-without-repeating-characters/. Tia’s solution is good. j++; for(var i = 0; i < s.length; i++) { maxlength = num.size(); // and reset flag array Following code is O(N) time complexity and constant space complexity O(1). # In either case, declare the match to be one character longer than the match of. max_len = cur_len; // move start of the substring with non repeating characters */ int pos = 0; //current longest substr starting pos, for(current =0 ; current

maxCount) { maxCount = count; position = i - count; } count = 0; } ++count; } if (count > maxCount) { maxCount = count; position = s.size() - count - 1; } flag[arr[k]] = false; System.out.println(“Enter String”); // for example, abccab, when it comes to 2nd c, // it update start from 0 to 3, reset flag for a,b, /* The 2 strings to compare should be placed in WS-TEXT1 and WS-TEXT2, and their lengths placed in WS-LEN1 and WS-LEN2, respectively. int l=word.length(),i,j,max=0; In this Java example, we will learn how to sort the … Why time complexity of second approach is O(n^3)? Last Updated : 20 May, 2019. } String substring() method variants { public class Solution { There are two variants of this method. Wikipedia has related information at Longest common substring. i = i + tempLongestStr.IndexOf(temp) + 1; if (tempLongestStr.Length > longestStr.Length). Both an array and a hash set work for this purpose. maxLen = i – hash.get(c)max?maxLen:max); else num.put(arr[i], i); // the loop update the new start point Suffix trees can be used to achieve a O(n+m) run time at the cost of extra storage and algorithmic complexity. String resultSubStr = “”; for(int i =0; i < charAInput.length; i++ ){, if(resultSubStr.length() < aux.length()) The output of this routine is MAX-LEN, the length of the largest common substring, WS-LOC1, the location within WS-TEXT1 where it starts, and WS-LOC2, the location within WS-TEXT2 where it starts. Console.ReadLine(); public static int LongestSubStrWithUniqueChars(String s){ } This algorithm uses no extra storage, but it runs in O(mnl) time. // System.out.println("compare_times:" + compare_times); // output the compare times length = Math.max(length, current – pos); result = str.substring(left, right + 1); int currentStart = 0; for (int i = 0; i maxEnd – maxStart) { max=Math.max(max,i-start); return result; num.remove(map.get(j)); char st[] = “geeksforgeeks”; Your code is not right, for example, “aab”. } Give the output of the following statements: Check out this solution https://youtu.be/Qr7l0aERUHI. should be changed to : } ; Given a string, , and an integer, , complete the function so that it finds the lexicographically smallest and largest substrings of length . } I may return later and update this page accordingly; for now, this optimization is left as an exercise to the reader. 01 MAX-LEN PIC 9999 COMP . int longestSubstrWithoutRepeatingChars(String s) int start = 0,max = 0,i =0; } } i | } j | if (flag[current]) { for(int i=0;imax){ I tested it for the longest string and the beginning/end/middle and I believe it works. start = k + 1; } concat() method joins "Computer" and "Applications" together to give the output as ComputerApplications. char[] arr = s.toCharArray(); for(j=i+1;jmax)—— showing error in this line in eclipse. Solution 2 cannot pass the OJ because of the Time limit. int maxEnd = 1; char current = arr[i]; } } else { int num =0; count=0; If the former, then the length of. Contribute to RodneyShag/HackerRank_solutions development by creating an account on GitHub. It creates a different string variable since String is immutable in Java. if (s == null || s.isEmpty()) return 0; for (int i = 0 ; i < s.length() ; i++) Integer previousOccurrence = map.put(s.charAt(first), first); It’s easy to understand and allows for the retrieval of the longest substring as well: public static int lengthOfLongestSubstring(String word) {, // Return word.substring(maxStart, maxEnd) for actual substring, I am sorry.. i misunderstood LIS.. this http://ideone.com/hcLYgy should fix it, abcadeftgh ==> bcadeftgh (this is the longest substring without repeating element, and its length is 9), I found the mistake, see this http://ideone.com/WMXFOw, This doesn’t work if you pass “abcadeftgh” to your method. for(int j=0; j maxLen){ if (check_set.find(str[j]) != check_set.end()) { int firstIndex = 0; The output of this routine is MAX-LEN, the length of the largest common substring, WS-LOC1, the location within WS-TEXT1 where it starts, and WS-LOC2, the location within WS-TEXT2 where it starts. Find the longest pattern and its size. int start = 0; int hash[26] = {0}; for (i = 0; i < strlen(st); i++) { For given two strings of length m and n respectively, find maximum substring of both strings (maximal length), where character place in substring is not important. if (v[src[i]] == -1) HashMap map = new HashMap(); return s.substring(maxStart, maxStart+pre); (you need to delete the comment tag, and run it) The extra complexity in this method keeps the number of new String objects created to a minimum. }, public static boolean laContiene(String cadena, String letra) 1. map.put(arr[i], i); */. 01 WS-IX1 PIC 9999 COMP . int maxLen =0; If ‘map.get(arr[i]) < j' is not done then, for the iteration with "i=7" it would be computed that "d" has already contained in the HashMap and also the logic inside the "else" will fail and compute to give 'curr=7'. String cadena = String.valueOf(vector.charAt(0)); for(int i=1; i subStringMasLargo.length()) Scanner in=new Scanner(System.in); max=count; System.out.println("Length of the string is" + set.size()); i = map.get(arr[i]); return result; It is defined in Stream interface which is present in java.util package. }. // Initialize visited state list.clear(); How about this O(n) solution? ++max_len; *; public static void printPatternWithNoReaptingCharsInString(String s) {, System.out.println("Longest Pattern with no repeating characters:". for (char c : s.toCharArray()) { We can use a flag array to track the existing characters for the longest substring without repeating characters. } longest = Math.max(longest, i – startIdx + 1); maxEnd = text.length(); Java Stream interface provides two methods for sorting the list: sorted() method. HashSet set = new HashSet<>(); Therefore some effort was put into keeping the number of new strings low. Given a string of length consisting of lowercase alphabets. }, can you explain why second one in On3 .. i cant get it … thanks. You'll find the String class' substring method helpful in completing this challenge. /* Remove chars up to duplicate */ instead the output will be 2 ->”dv” or “df”, Java One-Loop Solution. break; System.out.println(longestSoFar); } Introduction : Sometimes we need to sort all characters in a string alphabetically. {. if (previousOccurrence != null) second = Math.max(second, previousOccurrence); void LargestNonRepeatedSubStr() { set.add(s.charAt(i)); for (int j = i - subStrChar.size() ; j < i ; j++) I haven’t had time to look at your fix but I can visually see how that test case will fail. i++; That was my misunderstanding… Hope now it is better…. StringBuilder sb = new StringBuilder(); max=j-i; Here is a solution with a priority queue, [math]O(n \lg n)[/math] running time. if (!map.containsKey(arr[i]) || map.get(arr[i]) < j) { String word=sc.next(),maxWord=””,newWord=””; char c = str.charAt(i); } public int lengthOfLongestSubstring(String s) { hash.put(c, i); for (int j = newstart; j < end; j++) int max_length = 0; }, I don’t think you need add the statement: ‘map.get(arr[i]) < j', public static int lengthOfLongestSubstring(String s) { public int lengthOfLongestSubstring(String s) { int right = 0, max = 0; Iterator itr = hs.iterator(); Consider the case “dabcabcde”. static int lengthOfLongestSubstring(String s){ if(s==null||s.length()==0){ i | }. if (i longestSize) { else if tempLenghtOfSubsequence > lenghtOfSubsequence : print string[ indexOfSubsequence : indexOfSubsequence + lenghtOfSubsequence ]. You can get substring from the given string object by one of the two methods: I have tested it for as many cases as I could think of. 8 - 1 = 7) which is "Computer".m.substring(9) returns the substring of m starting at index 9 till the end of the string which is "Applications". Find longest substring without repeating characters. An empty or NULL string is considered to be a substring of every string. } public static int getNoRepeatLen (String str) {. }, if (text.length() – currentStart > maxEnd – maxStart) { Creative Commons Attribution-ShareAlike License. set.clear(); set.add(str.charAt(i)); { max=Math.max(max,i-start); for(j=i+1;jmax){ return 0; boolean []flag=new boolean[256]; char[] arr = s.toCharArray(); As Set doesn’t store duplicates this is the easiest and simple way to get the count. printf("%dn", res); For "bbbbb" the longest substring is "b", with the length of 1. if(s.charAt(i)==c){ and it can output the maxlength substring. A bit simpler solution with less variables and relatively meaningful names. I’ll see if there is a fix with better efficiency when I get some time , output should be 3 -> “vdf” target=temp; For the solution using the HashMap, I think the following line : count=0; String target=””; lastIndex = i; check++; } System.out.println("longest " +get_longest(args[0])); public static int get_longest(String str){, Simplest solution: For a string of length n, there are (n(n+1))/2 non-empty substrings and an empty string. maxLen = lastIndex – firstIndex + 1; max = Math.max(max, subStrChars.size()); longestSoFar = getLongestString(list); pwwkew right++; 01 WK-LEN PIC 9999 COMP . int oldstart = 0; subStringMasLargo = cadena; newWord=word.substring(i); */, LeetCode – Longest Substring Without Repeating Characters (Java), LeetCode – Longest Substring with At Least K Repeating Characters (Java), Longest Substring with At Most K Distinct Characters, LeetCode – Substring with Concatenation of All Words (Java), Leetcode – Longest Palindromic Substring (Java), https://algorithm.pingzhang.io/String/longest_substring_without_repeating_characters.html, http://www.capacode.com/string/longest-substring-without-repeating-characters/, http://www.geeksforgeeks.org/length-of-the-longest-substring-without-repeating-characters/. Minimum allowed length of substring is 2. For "bbbbb" the longest substring is … For example, ball < cat, dog < dorm, Happy < happy, Zoo < ball. Is this the first matching character, or a, # continuation of previous matching characters? for (int i = 0; i longestSize) { } } lookup.put(ch,i); public class Subst { Isn’t the best solution just a simple for loop with an if and some counters? Thanks. // int compare_times = 0; // compare times, HashMap num = new HashMap(); // recode char and the char index } It returns a stream sorted according to the natural order. + str.toString() + " with size " + size); System.out.println("There are in total " + uniquePatterns.size(). set.remove(s.charAt(start)); } HashMap map = new HashMap(); // recode index and the index of char, for (int i = 0; i < arr.length; i++) { int count = 0; Scanner sc=new Scanner(System.in); // max length of string with non repeating characters so far Find substrings of a string in Java. String str = “aaaaapritikamehta”; // the same Solution instance will be reused for each test case. this solution has time limited issue in leetcode. longestSize=count; return 0; longest = Math.max(check,longest); } + " patterns with no repeating characters. }. } if ( (j != -1 && hash[st[i] – 'a'] < j) || (j == -1 && hash[st[i] – 'a'] == 0)) { Here is my javascript solution with great details: var lengthOfLongestSubstring = function(s) { list.clear(); private String getLongestString (List list) { }. j | Java String substring() method is used to get the substring of a given string based on the passed indexes. return 0; // v[j] stores i position of the src[i] character, where j = src[i] The first solution is like the problem of "determine if a string has all unique characters" in CC 150. for(i=0;i

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