Start by clarifying requirements and defining the class interface with methods for Create, SetValue, GetValue, and Delete. Choose a tree-based data structure (e.g., trie) where each node represents a path component and stores a value, then implement operations with proper validation. Discuss time/space complexity, unit tests, and extensions like concurrency and persistence.
Pro tip: Explicitly handle edge cases like root path operations and path normalization (e.g., trailing slashes, redundant separators) to demonstrate production-level thinking. Also, mention that you'd use a read-write lock for concurrency, but discuss trade-offs like lock granularity and potential deadlocks.
Ask clarifying questions about path format, value types, and constraints. Define a class with methods: create(path), setValue(path, value), getValue(path), delete(path). Specify that create requires parent to exist, delete requires no children, and root cannot be deleted.
Use a tree where each node has a map of child name to node and an optional value. Root node has value '#'. Paths are split by '/' and traversed. This supports efficient hierarchical operations.
For create: traverse to parent, ensure it exists, then add child if not already present. For setValue: traverse to node, set value. For getValue: traverse and return value if exists. For delete: traverse to node, ensure it has no children, then remove from parent.
Time complexity is O(k) where k is path depth (number of components). Space is O(total nodes). Write unit tests covering normal cases, edge cases (root, non-existent paths, duplicate creates, delete with children), and error conditions.
For concurrency, use a read-write lock per node or a global lock with trade-offs. For persistence, serialize the tree to disk (e.g., JSON) on changes or periodically, and load on startup.
AI-generated suggestions, not part of the candidate's original notes. May be inaccurate — verify before relying on them.