1348. Tweet Counts Per Frequency - Detailed Explanation

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Problem Statement

You are asked to design a system to record tweets and later retrieve the tweet counts per specified time frequency over a given time range. The system should support two main operations:

  1. recordTweet(tweetName, time):
    Record a tweet with a given name at a given timestamp (in seconds).

  2. getTweetCountsPerFrequency(freq, tweetName, startTime, endTime):
    Given a frequency (which can be "minute", "hour", or "day"), a tweet name, and a time range ([startTime, endTime]), return an array representing the count of tweets in each time bucket.

    • For "minute", the bucket size is 60 seconds.
    • For "hour", the bucket size is 3600 seconds.
    • For "day", the bucket size is 86400 seconds.

Example 1

  • Input:

    TweetCounts tweetCounts = new TweetCounts(); tweetCounts.recordTweet("tweet1", 0); tweetCounts.recordTweet("tweet1", 60); tweetCounts.recordTweet("tweet1", 10); tweetCounts.getTweetCountsPerFrequency("minute", "tweet1", 0, 59);
  • Output: [2]

  • Explanation:
    With a range of 0 to 59 seconds and "minute" frequency (bucket size = 60), only the tweets at times 0 and 10 are in the first bucket.

Example 2

  • Input:

    tweetCounts.getTweetCountsPerFrequency("minute", "tweet1", 0, 60);
  • Output: [2, 1]

  • Explanation:
    The range [0, 60] is divided into:

    • Bucket 1: [0, 59] → contains tweets at 0 and 10 (count = 2)
    • Bucket 2: [60, 60] → contains tweet at 60 (count = 1)

Example 3

  • Input:

    tweetCounts.getTweetCountsPerFrequency("hour", "tweet1", 0, 210);
  • Output: [3]

  • Explanation:
    With "hour" frequency (bucket size = 3600 seconds), the entire range [0, 210] falls into a single bucket containing all 3 tweets.

Constraints

  • Tweet Timestamps: Provided as integers (seconds) and can be large.
  • Operation Count: Total operations (recording and querying) can be up to 10⁴.
  • Order of Inputs: Tweets may not be recorded in chronological order.

Hints

  1. Use a HashMap:
    Store each tweet's timestamps in a list mapped by tweet name. This makes it easy to retrieve and process the tweets for a given tweet name.

  2. Bucket Computation:
    Calculate the number of buckets using:

    numBuckets = ((endTime - startTime) // bucketSize) + 1 
    

    Then, determine the bucket index for a tweet timestamp using:

    bucketIndex = (timestamp - startTime) // bucketSize
    
  3. Optimize with Sorting and Binary Search:
    If the tweet timestamps are not stored in order, sort them before processing a query. Binary search can be used to quickly locate the first timestamp within the range, reducing unnecessary iterations.

Approaches

Approach 1: Brute Force

  • Method:

    • For each recordTweet, simply append the timestamp to a list.
    • For getTweetCountsPerFrequency, iterate through every timestamp in the list and check if it falls within ([startTime, endTime]). Then, determine its bucket and increment the count.
  • Pros:
    Simple and straightforward to implement.

  • Cons:
    Inefficient if many tweets are recorded, as every query may iterate through all recorded tweets.

  • Time Complexity:
    O(n) per query, where n is the total number of tweets for that tweet name.

  • Method:

    • For each tweet name, store all timestamps in a list.
    • Before processing a query, sort the list (or maintain a sorted list).
    • Use binary search to find the starting point for timestamps within the query range.
    • Iterate only over the tweets in the range and compute the corresponding bucket.
  • Pros:
    More efficient queries since you only process tweets within the query range.

  • Cons:
    Additional complexity for sorting and handling potential re-sorting if tweets are recorded out-of-order.

  • Time Complexity:
    O(log n + k) per query, where k is the number of tweets in the range.

Step-by-Step Walkthrough and Visual Example

Assume we have recorded the following tweets for "tweet1":
[0, 10, 60]
Now, consider the query:

getTweetCountsPerFrequency("minute", "tweet1", 0, 60)
  1. Bucket Calculation:

    • Frequency "minute" → bucket size = 60 seconds.
    • Total buckets = ((60 - 0) // 60) + 1 = 2.
  2. Assigning Tweets to Buckets:

    • Tweet at time 0:
      Bucket index = (0 - 0) // 60 = 0.
    • Tweet at time 10:
      Bucket index = (10 - 0) // 60 = 0.
    • Tweet at time 60:
      Bucket index = (60 - 0) // 60 = 1.
  3. Final Result:

    • Bucket 0 contains 2 tweets.
    • Bucket 1 contains 1 tweet.
      Output: [2, 1]

Code Implementation

Python Code

Python3
Python3

. . . .

Java Code

Java
Java

. . . .

Complexity Analysis

  • recordTweet Operation:
    • Time Complexity: O(1) per tweet insertion (amortized).
  • getTweetCountsPerFrequency Operation:
    • Sorting: O(n log n) where n is the number of tweets for that tweet name (if not maintained in sorted order).
    • Querying: O(k) where k is the number of tweets within the query range.
    • Overall Worst-Case: O(n log n + k) per query.

Common Mistakes and Edge Cases

  1. Not Sorting the Tweets:
    Failing to sort the tweet timestamps can lead to incorrect bucket placement if tweets are recorded out-of-order.

  2. Bucket Calculation Errors:
    Incorrectly computing the number of buckets or the bucket index (especially on boundary conditions) can cause off-by-one errors.

  3. Handling Non-existent Tweet Names:
    Ensure your code returns an empty result when querying a tweet name that has not been recorded.

  4. Large Time Ranges:
    Be cautious when the time range is very large; it might result in an enormous number of buckets. Consider constraints or optimizations if needed.

  • Real-time Tweet Streams:
    Adapt the design to support a continuous stream of tweets, potentially using a data structure that maintains a sorted order as new tweets arrive.

  • Time-Based Key-Value Store:
    Similar problems include designing a time-based key-value store where you can retrieve values based on timestamps.

  • Design a Hit Counter:
    A related problem where you must count hits (or events) in a rolling time window.

  • Design Search Autocomplete System:
    Focuses on efficiently retrieving data based on prefix search, another common interview design problem.

  • Time Based Key-Value Store
  • Moving Average from Data Stream
  • Design Hit Counter
  • Implement a Calendar/Booking System
  • Design Search Autocomplete System
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