midStacks
Implement a Min-Stack (getting min in O(1)).
Updated Apr 28, 2026
Short answer
Using an auxiliary stack to track the minimum element at each level.
Deep explanation
Intermediate stack problems often involve monotonic properties or expression conversion. Using an auxiliary stack to track the minimum element at each level.
Real-world example
Compiler syntax checking for code blocks.
Common mistakes
- Using a single variable for min-tracking instead of a stack (fails when min is popped).
Follow-up questions
- Time complexity of sorting a stack?