Problem Description
Given two arrays, messages and senders, where messages[i] is a message sent by senders[i] and each message consists of words separated by single spaces, the task is to determine the sender with the largest total word count. In case of a tie (i.e., multiple senders have the same maximum word count), the sender with the lexicographically largest name should be returned. Note that uppercase letters are considered lexicographically smaller than lowercase.
Key Insights
- Count the number of words in each message by splitting on spaces.
- Accumulate the total word count for each sender using a hash table (or dictionary).
- After counting, iterate through the hash table to find the sender with the maximum word count.
- If two senders have the same word count, compare their names lexicographically.
Space and Time Complexity
Time Complexity: O(n * m) where n is the number of messages and m is the average length (in words) of a message. Space Complexity: O(u) where u is the number of unique senders.
Solution
The approach starts by initializing a hash table to keep track of word counts for each sender. For every message, split the string on spaces to get the word count and add this count to the respective sender's total in the hash table. Once all messages have been processed, iterate through the hash table to determine the sender with the highest word count. If a tie occurs, take the sender with the lexicographically larger name. Key data structures used include dictionaries (hash tables) for accumulating counts and strings for message processing.