How do you find the lexicographical string?

How do you find the lexicographical string?

The method compareTo() is used for comparing two strings lexicographically in Java….It returns the following values:

1. if (string1 > string2) it returns a positive value.
2. if both the strings are equal lexicographically. i.e.(string1 == string2) it returns 0.
3. if (string1 < string2) it returns a negative value.

How do I arrange my lexicographical order?

Approach used in this program is very simple. Split the strings using split() function. After that sort the words in lexicographical order using sort(). Iterate the words through loop and print each word, which are already sorted.

What traversal over Trie gives the lexicographical sorting of the set of the strings?

inorder traversal
Which kind of traversal order trie gives the lexicographical sorting for the set of strings? Explanation: In Trie data structure , we store the string in such a way that there is one node for every common prefix . Therefore the inorder traversal over trie gives the lexicographically sorted set of strings.

How to find a string in lexicographic order?

Approach: Find a string which is lexicographically greater than string S and check if it is smaller than string T, if yes print the string next else print “-1”. To find string, iterate the string S in the reverse order, if the last letter is not ‘z’, increase the letter by one (to move to next letter).

What is the Order of the substrings in a string?

All possible substrings in the sorted order are {“e”, “e”, “ee”, “eek”, “eeks”, “ek”, “eks”, “g”, “ge”, “gee”, “geek”, “geeks”, “k”, “ks”, “s”}. Therefore, the rank of the given string “geeks” is 12.

How to sort 5 strings in dictionary order?

In this example, you will learn to sort 5 strings entered by the user in the lexicographical order (dictionary order). To understand this example, you should have the knowledge of the following C programming topics:

How to rank a string by its substrings?

All the possible substrings in the sorted order are {“e”, “e”, “en”, “en”, “enr”, “enre”, “enren”, “n”, “n”, “nr”, “nre”, “nren”, “r”, “re”, “ren”}. Therefore, the rank of the given string “enren” is 7. Input: S = “geeks” Output: 12