How can I solve the N-Queens problem?
The N-Queens problem involves placing N queens on an N×N chessboard so that no two queens threaten each other. Would you like to know about a specific algorithm?
Yes, can you explain the backtracking algorithm?
Sure! Backtracking is a recursive algorithm that tries to build a solution incrementally. It places a queen in a column and then recursively attempts to place queens in subsequent rows.
What are the base cases for this algorithm?
The base case occurs when all queens are placed successfully on the board. If a queen cannot be placed in any column of a row, it backtracks to the previous row.
Can you provide a code example?
Absolutely! Here’s a simple Python implementation of the backtracking algorithm for the N-Queens problem.
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