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My first instinct was to just read the whole file and filter in memory, which is exactly the wrong answer.
Start by clarifying the file format and whether passwords are stored in plaintext or hashed. Then propose a streaming approach that reads the file line by line, comparing each line to the target username(s) without loading the entire file. Emphasize constant memory usage and discuss trade-offs between memory and speed.
Pro tip: Mention that if the file is sorted by username, you can use binary search to jump directly to the relevant section, but be prepared to discuss the overhead of seeking in large files. Also, consider using memory-mapped files for efficient random access without loading everything into memory.
Ask about the file format (e.g., 'username:password' per line), size, whether it's sorted, and if multiple passwords need to be retrieved. Confirm that memory usage is the primary concern.
Propose reading the file line by line using a buffered reader, which keeps memory usage constant regardless of file size. For each line, parse and check if it matches the target username(s).
If multiple passwords are needed, consider building an index (e.g., username to file offset) in a separate pass, or if the file is sorted, use binary search to locate entries efficiently.
Discuss handling of large lines, encoding, and I/O bottlenecks. Mention that streaming may be slower than loading into memory, but it's necessary for low memory.
Conclude by comparing streaming vs. indexing vs. memory-mapping, highlighting that streaming is simplest and uses minimal memory, while indexing trades memory for speed.
AI-generated suggestions, not part of the candidate's original notes. May be inaccurate — verify before relying on them.
Classic expression parsing problem but the DFS framing threw me a little.
Clarify the expression grammar (operators, parentheses, precedence) and then design a recursive descent parser that evaluates the expression using DFS. Implement the parser with functions for each precedence level, handling parentheses recursively, and test with edge cases.
Pro tip: Mention that while DFS (recursive descent) is natural for expression evaluation, you should be mindful of recursion depth for deeply nested expressions and consider an iterative approach if needed. Also, discuss how to handle unary operators and operator associativity.
Ask about supported operators, precedence, associativity, parentheses, and number formats. Define the grammar (e.g., expression -> term (+|- term)*, term -> factor (*|/ factor)*, factor -> number | '(' expression ')').
Create functions for each grammar rule (parseExpression, parseTerm, parseFactor) that recursively evaluate subexpressions. Use DFS to traverse the expression tree implicitly.
In each function, parse tokens, apply operators with correct precedence, and combine results. Handle parentheses by recursively calling parseExpression.
Consider unary minus, division by zero, invalid characters, and mismatched parentheses. Add error handling and validation.
Test with various expressions, including nested parentheses and multiple operators. Discuss time/space complexity (O(n) time, O(d) space for recursion depth d).
AI-generated suggestions, not part of the candidate's original notes. May be inaccurate — verify before relying on them.