The base problem wasn't too bad but the no-extra-space constraint is what got me.
First, clarify the problem constraints and confirm what 'no extra space' means (typically O(1) auxiliary space, but input modification may be allowed). Then, identify the optimal in-place algorithm by considering techniques like two pointers, cyclic sort, or in-place hashing, and discuss trade-offs between time and space. Finally, walk through the solution step-by-step, handling edge cases and analyzing complexity.
Pro tip: Always state the time and space complexity upfront and discuss whether modifying the input is acceptable; this shows you understand practical constraints and trade-offs. Also, mention that while O(1) space is ideal, sometimes a small fixed-size array (e.g., for ASCII characters) is considered constant space.
Ask if the input can be modified, what the range of values is, and whether O(1) space means no additional data structures or just no scaling with input size. Confirm the expected time complexity.
Recognize common in-place techniques: two pointers (for sorted arrays or partitioning), cyclic sort (for arrays with values in a known range), or in-place marking (using sign or value encoding). Relate the problem to known LeetCode patterns.
Outline the steps of the in-place algorithm, ensuring no extra space is used. Consider edge cases like duplicates, empty input, or negative numbers. Verify that the algorithm maintains correctness.
State the time complexity (usually O(n) or O(n log n)) and space complexity (O(1)). Discuss any trade-offs, such as modifying the input versus using extra space, and whether the solution is stable or not.
Write clean code, using descriptive variable names. Walk through a small example to demonstrate correctness, and test edge cases mentally. Be prepared to optimize further if needed.
AI-generated suggestions, not part of the candidate's original notes. May be inaccurate — verify before relying on them.