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completed array-2#1883

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completed array-2#1883
yashhh-23 wants to merge 1 commit into
super30admin:masterfrom
yashhh-23:master

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Find All Numbers Disappeared in an Array (findnumsdisappear.java)

Strengths:

  • Clean, readable code with good variable names
  • Correctly identifies the time and space complexity
  • Efficient O(n) time complexity, significantly better than the brute force reference
  • Good use of HashSet for O(1) lookup time
  • Includes helpful comments explaining the approach

Areas for Improvement:

  • Space complexity is O(n), but the follow-up challenge suggests achieving O(1) extra space
  • Consider exploring an in-place solution that marks indices (e.g., for each number num, mark nums[num-1] as negative) to avoid the HashSet
  • The solution could benefit from handling edge cases more explicitly in comments

VERDICT: PASS


max and min (gameoflife.java)

  1. Problem Mismatch: The submitted solution addresses the "Game of Life" problem, not the "max and min" problem described in the reference solution. This suggests the student may have copied code from a different problem or misunderstood the assignment.

  2. Correctness: Since the solution doesn't address the intended problem, it cannot be evaluated for correctness in the context of this assignment.

  3. Code Quality: The Game of Life solution itself is well-structured with:

    • Clear comments explaining the approach
    • Good use of direction array for neighbor counting
    • Proper use of intermediate states (2 and 3) for in-place modification
    • Clean separation of logic with a helper method
  4. Time/Space Complexity: For the Game of Life problem, the solution achieves O(m*n) time and O(1) space, which is optimal.

  5. Recommendation: The student needs to submit a solution that actually solves the min/max problem as described. The correct approach would involve comparing pairs of elements to find both minimum and maximum in fewer than 2*(N-2) comparisons.

VERDICT: NEEDS_IMPROVEMENT


Game of Life

Strengths:

  • The solution correctly implements the in-place algorithm using intermediate states (2 and 3), which is the optimal approach for this problem
  • The neighbor counting logic correctly includes cells with state 2 (dying) but excludes cells with state 3 (becoming alive), which is essential for simultaneous updates
  • The code is clean, well-commented, and follows good naming conventions
  • Time and space complexity match the reference solution

Areas for Improvement:

  • The solution is essentially identical to the reference solution, which is fine for correctness but could benefit from demonstrating independent problem-solving
  • Consider adding more detailed comments explaining why intermediate states are used (to avoid overwriting values needed for other cell calculations)

Note: The student submitted an unrelated solution file (findnumsdisappear.java) which appears to be from a different problem. In the future, ensure only the relevant solution file is submitted.

VERDICT: PASS

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