The overflow clamping part is where I fumbled.
Clarify the exact rules for whitespace, sign, digits, and overflow, then walk through a single-pass parsing algorithm that builds the integer while checking bounds. Emphasize edge cases and how you would test them, and discuss trade-offs between different approaches.
Pro tip: Mention that you can avoid using 64-bit integers by checking overflow before multiplying or adding, which is important in languages like C++ or Java where overflow behavior is defined. Also, explicitly state how you handle the case where no digits are found (return 0).
Ask about whitespace handling (only leading?), sign characters (multiple?), non-digit characters (stop parsing?), and overflow behavior (clamp to INT_MAX/INT_MIN). Confirm that if no digits are parsed, return 0.
Describe a single-pass approach: skip leading whitespace, read optional sign, then iterate through digits, updating the result and checking for overflow before each update.
Explain how to check for overflow without using larger types: before multiplying by 10, compare with INT_MAX/10 and check the last digit; similarly for negative numbers with INT_MIN.
Trace through test cases like ' -42', '4193 with words', 'words and 987', '-91283472332', and '+-12' to demonstrate correctness and edge case handling.
State O(n) time and O(1) space. Mention alternative approaches (e.g., using regex or built-in parsing) and why manual parsing is preferred for control and efficiency.
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