← Anthropic Interview Insights
I knew this problem but still tripped up on the bookkeeping.
Use a stack to track active function calls, recording start times and accumulating exclusive time when a function ends. When a new function starts, add the elapsed time since the last event to the current top-of-stack function's exclusive time, then push the new function. When a function ends, add the elapsed time to its exclusive time, pop it, and update the timestamp for the parent function.
Pro tip: Clarify whether timestamps are inclusive or exclusive and how nested calls with identical timestamps are handled, as these details can affect the algorithm's correctness. Also, mention that the solution runs in O(n) time and O(d) space, where d is the maximum stack depth.
Clarify the input format, timestamp semantics (inclusive/exclusive), and how to handle simultaneous events or multiple calls to the same function. Confirm that exclusive time means time spent in the function excluding time in callees.
Use a stack to maintain the call hierarchy. Keep track of the last timestamp processed. For each event, compute the time delta and attribute it to the currently executing function (top of stack).
On a start event: attribute the time delta to the current top function, then push the new function and update the timestamp. On an end event: attribute the time delta to the function being ended, pop it, and update the timestamp.
Maintain a map from function name to exclusive time. After processing all events, return the map or a list of results as required.
State that the algorithm runs in O(n) time and O(d) space, where n is the number of events and d is the maximum stack depth. Walk through a simple example to verify correctness.
AI-generated suggestions, not part of the candidate's original notes. May be inaccurate — verify before relying on them.