Java Program to Check if a string is a valid shuffle of two distinct strings

Updated on December 10, 2024

Introduction

Determining if a given string is a valid shuffle of two distinct strings presents an interesting challenge often faced in algorithm design and string manipulation. This type of problem not only tests the understanding of string operations but also introduces the complexity of maintaining order from multiple sources.

In this article, you will learn how to determine whether a string is a valid shuffle of two distinct strings using Java. The approach involves checking that all the characters from the original strings are used in the shuffle string exactly once and in a way that maintains the order of the characters from the original strings.

Understanding the Shuffle Validation Problem

Identify the Components of the Problem

  1. Define the original strings and the shuffle string.
  2. Establish conditions for a valid shuffle:
    • The shuffle string should contain all the characters from both original strings.
    • Each character should appear the same number of times as it does in the original strings.
    • The order of characters from the original strings must be preserved in the shuffle string.

Examples of Shuffle Validation

  1. If string1 = "abc" and string2 = "def", then shuffle = "dabecf" is a valid shuffle since it uses all characters from both strings while maintaining order.

Writing a Java Program to Check for Shuffle Validation

Set Up the Java Environment

  1. Declare a Java method isValidShuffle(String first, String second, String result):
    • first and second represent the original strings.
    • result is the string to check if it’s a valid shuffle of first and second.

Implementing the Shuffle Check Algorithm

  1. Begin by checking if the length of the result is equal to the sum of the lengths of the first and second strings. If not, immediately return false.

    java
    public static boolean isValidShuffle(String first, String second, String result) {
        if (first.length() + second.length() != result.length()) {
            return false;
        }
    

    This snippet begins by ensuring the shuffle string's length is correct.

  2. Initialize pointers for navigating three strings.

    java
    int i = 0, j = 0, k = 0;
    
  3. Iterate over the result string and compare characters with current positions from first or second.

    java
    while (k < result.length()) {
            if (i < first.length() && first.charAt(i) == result.charAt(k)) {
                i++;
            } else if (j < second.length() && second.charAt(j) == result.charAt(k)) {
                j++;
            } else {
                return false;
            }
            k++;
        }
        return true;
    }
    

    This code checks each character of the result string. It ensures that each character matches the next character in first or second and increments the respective index, preserving order from the original strings. If any character doesn't match, it returns false.

Example Usage of the isValidShuffle Method

  1. Calling the method with test data.

    java
    public static void main(String[] args) {
        String first = "abc";
        String second = "def";
        String result = "dabecf";
        System.out.println("Is valid shuffle: " + isValidShuffle(first, second, result));
    }
    

    This main method initializes strings first, second, and result, and prints whether result is a valid shuffle of first and second.

Conclusion

The ability to determine if a string is a valid shuffle of two other strings using Java requires understanding of string manipulation and iteration based on multiple pointers. This article walked you through developing a Java method to check the validity of a shuffle string, handling various aspects such as character occurrences and their order. Implement this method within different scopes of string-based challenges to enhance your problem-solving and programming skills in Java. By following the outlined steps, integrate this function effectively in any Java application dealing with string manipulation and verification tasks.