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Solution for the precourse part 1#2416

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Solution for the precourse part 1#2416
ayushcha2701 wants to merge 1 commit into
super30admin:masterfrom
ayushcha2701:Ayush-master

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@ayushcha2701
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The student has implemented a basic stack data structure in Java with push, pop, and peek operations. Let me analyze their solution across the criteria:

Correctness:

  • The isEmpty() method has a logic error. It returns false when the stack is not empty (when top != 0) and true when empty (when top == 0). This is inverted from the standard convention where isEmpty() should return true when empty. The method should return true when top == 0 and false otherwise.
  • The push() method has an off-by-one error. When pushing an element, they increment top first (top += 1) and then assign to a[top]. This means the first element is stored at index 1, not index 0. When the stack is empty (top == 0), the first push stores at a[1], leaving a[0] unused.
  • The pop() method correctly returns 0 and prints "Stack Underflow" when the stack is empty, which is appropriate.
  • The peek() method works correctly, returning the top element or 0 if empty.

Time Complexity:

  • All operations (push, pop, peek, isEmpty) are O(1) - they perform a constant amount of work regardless of stack size.

Space Complexity:

  • The space complexity is O(1) for the stack itself (fixed array of size MAX), but the actual space used scales with the number of elements, which is O(n) where n is the number of elements in the stack.

Code Quality:

  • The code is relatively well-structured with clear method separation.
  • Comments indicate where code should be written, which is helpful.
  • However, the class lacks proper encapsulation - the array a[] and top are package-private instead of private.
  • The code could benefit from more descriptive variable names (e.g., MAX_SIZE instead of MAX).
  • The peek() method has an unnecessary variable assignment that could be simplified.

Efficiency:

  • The solution is efficient in terms of time complexity (O(1) for all operations).
  • The main inefficiency is the off-by-one error in push() that wastes index 0 of the array.

Recommendations:

  1. Fix the isEmpty() method logic - it should return true when top == 0.
  2. Fix the push() method to store at a[top] first, then increment top, or use 0-based indexing consistently.
  3. Consider making fields private with appropriate getters/setters for better encapsulation.
  4. The peek() method could be simplified by directly returning a[top] instead of using an intermediate variable.

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3 participants