← Snowflake Interview Insights
This one had six sub-parts and I started rambling through them in order which was probably a mistake.
Design a distributed algorithm where each node, upon receiving the first REQUEST_COUNT from its parent, forwards REQUEST_COUNT to all children, waits for REPLY_COUNT from each, then sends a single REPLY_COUNT with its subtree count to its parent. The initiator (root) aggregates all replies to compute the total node count and detects termination when it has received replies from all its children.
Pro tip: Emphasize idempotency and exactly-once processing: use a per-node flag to ignore duplicate REQUEST_COUNT messages, and ensure REPLY_COUNT is sent only once per child. This prevents double-counting and infinite loops in the presence of retries or message duplication.
Specify REQUEST_COUNT and REPLY_COUNT message structures (e.g., REQUEST_COUNT: {type, senderId}; REPLY_COUNT: {type, senderId, count}). Each node maintains state: hasRequested (boolean), pendingChildren (integer), and subtreeCount (integer).
When a node receives a REQUEST_COUNT for the first time, it sets hasRequested=true, initializes pendingChildren to its number of children, and sends REQUEST_COUNT to each child. If it has no children, it immediately replies with count=1.
Upon receiving a REPLY_COUNT from a child, the node adds the child's count to its subtreeCount, decrements pendingChildren, and when pendingChildren reaches zero, sends a single REPLY_COUNT with its total subtree count (including itself) to its parent.
Duplicate REQUEST_COUNT messages are ignored via the hasRequested flag. The initiator (root) detects termination when it has received REPLY_COUNT from all its children and computes the total count as 1 + sum of children's counts.
Assume reliable, FIFO message delivery and no node failures. The algorithm uses exactly 2(N-1) messages (one REQUEST_COUNT and one REPLY_COUNT per edge) and O(N) time in the worst case (e.g., a chain), with O(1) state per node.
AI-generated suggestions, not part of the candidate's original notes. May be inaccurate — verify before relying on them.