This is the classic minimum window substring but with a stricter harness than I expected.
Start by clarifying the problem and edge cases, then explain the sliding window technique with two pointers and a frequency map. Emphasize how the window expands and contracts to find the shortest valid substring, and analyze time and space complexity to show O(n) time and O(k) space.
Pro tip: Mention that you would use an array of size 128 or 256 for character counts instead of a hash map to achieve constant-time operations and better performance for large inputs. Also, discuss how you would handle the 2 million character constraint by avoiding unnecessary string copies and using efficient data structures.
Ask about character set (ASCII vs Unicode), case sensitivity, and what to return if no valid substring exists. Confirm that t's characters must appear at least as many times as in t.
Describe using two pointers (left and right) to maintain a window. Expand right to include characters until the window is valid, then contract left to minimize the window while keeping it valid.
Use a frequency array for t's characters and a counter for how many required characters are satisfied. Update counts as the window expands and contracts, and track the minimum window length and start index.
State that each character is visited at most twice, giving O(n) time. Use O(1) space for fixed alphabet. For 2 million characters, emphasize avoiding substring creation and using efficient loops.
Walk through a small example to demonstrate correctness. Mention testing with empty strings, no valid substring, and large inputs to ensure performance.
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