TikTok Server Optimization
Learn this problemProblem statement
TikTok is organizing a grand TikTok event and wants to optimize the content delivery routes for the users.
They have numServers servers numbered from 1 to numServers. The servers are arranged in the sequence [1, 2, 3, ..., numServers].
The company has a list of numDisconnectedPairs pairs of servers that are not directly connected. Any pair not present in this list is directly connected.
A subsegment starting at server start and ending at server end is [start, start + 1, ..., end]. It is called good when every pair of servers in that segment is directly connected.
Return the number of pairs (start, end), where 1 ≤ start ≤ end ≤ numServers, whose corresponding subsegment is good.
Note: Servers can be reused across different subsegments. Each subsegment is considered independently.
Function
optimizeTikTokRoutes(numServers: int, numDisconnectedPairs: int, disconnectedPairs: List<List<Integer>>) → longExamples
Example 1
numServers = 4numDisconnectedPairs = 2disconnectedPairs = [[1, 2], [2, 3]]return = 5Disconnected Pairs:
(1, 2) are not directly connected. (2, 3) are not directly connected.
The good subsegments are:
- [1]: Only one server, so it’s automatically “good”.
- [2]: Only one server, so it’s automatically “good”.
- [3]: Only one server, so it’s automatically “good”.
- [4]: Only one server, so it’s automatically “good”.
- [3, 4]: Both servers 3 and 4 are directly connected.
Constraints
2 ≤ numServers ≤ 10^50 ≤ numDisconnectedPairs ≤ 10^5disconnectedPairs.length = numDisconnectedPairs- Each entry in
disconnectedPairscontains exactly two integersxiandyi. 1 ≤ xi, yi ≤ numServersxi ≠ yi
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