← Snowflake Interview Insights
BFS was the right call and I knew it pretty quickly.
Model the wiki pages as a graph where nodes are pages and directed edges are links. Use BFS from the start page to find the shortest path to the target, leveraging the simulator to fetch links. Discuss complexity and potential optimizations for large-scale graphs.
Pro tip: Clarify assumptions upfront: whether the graph is unweighted (each click costs 1), if links are directed, and if the target is guaranteed reachable. Also, mention that bidirectional BFS can significantly reduce search space in practice.
Confirm that each click has uniform cost, links are directed, and the graph may be large or have cycles. Ask if the simulator can be called multiple times or if caching is allowed.
Represent pages as nodes and links as directed edges. The problem reduces to finding the shortest path in an unweighted directed graph.
Explain that BFS explores level by level, guaranteeing the minimum number of clicks. Use a queue and a visited set to avoid cycles.
Initialize queue with start page, mark visited, and iterate: dequeue, if target return distance, else fetch links via simulator, enqueue unvisited neighbors with distance+1.
Time O(V+E), space O(V). For large graphs, consider bidirectional BFS, early termination, or distributed processing. Mention caching simulator results if repeated queries.
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