This problem requires querying two tables, Contests
and Users
, to identify interview candidates based on their performance in LeetCode contests. The solution involves several steps:
1. Data Aggregation and Transformation:
We first create a common table expression (CTE) called S
. This CTE consolidates medal winners from the Contests
table into a single structure, regardless of the medal type (gold, silver, bronze). Each row represents a user's participation in a contest, with user_id
representing the user and type
denoting the medal type (1 for gold, 2 for silver, 3 for bronze).
2. Consecutive Contest Wins Identification:
The next CTE, T
, calculates the difference between the contest_id
and the row number for each user, partitioned by user_id
and ordered by contest_id
. This difference (diff
) remains constant for consecutive contests won by the same user.
3. Candidate Identification:
The CTE P
identifies the candidates using two conditions:
diff
and a count >= 3 in the T
CTE). We leverage GROUP BY
and HAVING
to filter for users meeting this criteria.S
CTE using a subquery with COUNT(*) >= 3
.The UNION
operator combines the results of these two conditions, ensuring any user satisfying either condition is considered a candidate.
4. Result Retrieval:
Finally, the main query joins P
with Users
using user_id
to retrieve the name
and mail
of the identified candidates.
The time complexity is dominated by the CTEs, specifically T
which involves window functions (ROW_NUMBER()
). Window functions typically have a time complexity of O(N log N) in the worst case, where N is the number of rows in the S
CTE. The GROUP BY
and HAVING
clauses in P
and other CTEs contribute additional logarithmic complexity from sorting, which are negligible compared to the window function. The final JOIN
operation has a time complexity that depends on the join algorithm used by the database engine (e.g., hash join or merge join), but it's typically close to O(M log M + N log N) (where M is the number of rows in Users
and N in P
and assuming appropriate indexing).
Therefore, the overall time complexity is approximately O(N log N), where N is the total number of medal wins recorded across all contests in the Contests
table.
The space complexity is primarily determined by the size of the CTEs. The size of S
is proportional to the number of entries in the Contests
table. Similarly, the size of T
and P
also depends linearly on the number of entries in S
. Hence, the space complexity is O(N), where N represents the number of rows in the intermediate CTEs, which is linearly related to the size of the input data.
While the core logic is expressed in MySQL, the conceptual approach could be implemented in other languages like Python using SQLalchemy or other database interaction libraries. The key steps would remain the same:
Contests
and Users
tables.The specific implementation details (e.g., data structures, looping strategies) would vary based on the chosen language and database library. The overall time and space complexities would also be similar to the MySQL solution described above.