What are the limitations of backtracking in algorithms?
Backtracking can be inefficient for large problem spaces, as it may explore many paths without finding a solution.
Can you give an example of a problem where backtracking is not effective?
Sure! The N-Queens problem can be solved with backtracking, but for larger N, it becomes computationally expensive.
Are there any alternatives to backtracking?
Yes, alternatives include dynamic programming and greedy algorithms, which can be more efficient for certain problems.
How does backtracking compare to dynamic programming?
Backtracking explores all possibilities, while dynamic programming breaks problems into subproblems and stores results to avoid redundancy.
What are some common use cases for backtracking?
Common use cases include puzzles like Sudoku, combinatorial problems, and pathfinding in mazes.
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