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N Queens Problem
Embark on a journey through computational elegance as we unravel the N-Queens puzzle. Our C++ implementation, featuring advanced Backtracking algorithms and the Branch and Bound technique, orchestrates a flawless chessboard dance. Join us in deciphering the complexity of arranging N queens without conflict and witness the power of structured algorithms shaping an exhaustive solution space. Ready to make your move? The chessboard awaits!
Project Details / Background

Description: The N-Queens Problem Solution project is an exploration into the realm of algorithmic problem-solving. Focused on addressing the classical N-Queens puzzle, the project showcases a strategic and efficient solution implemented in C++.

Overview:

The N-Queens problem involves placing N chess queens on an N×N chessboard so that no two queens threaten each other. The challenge lies in finding all possible configurations, avoiding any mutual attacks.

Key Achievements:

  • Algorithmic Ingenuity: The project demonstrates a sophisticated solution utilizing advanced backtracking algorithms in C++.
  • Visualization Excellence: Efficiently generating and visualizing all feasible solutions for a given board size (N), the implementation showcases a keen eye for detail.

Technological Proficiency:

  • C++ Expertise: Proficiency in the C++ programming language, emphasizing algorithmic problem-solving skills.
  • Branch and Bound: Implementation of the Branch and Bound algorithm, providing a structured approach to exhaustive solution enumeration.

Outcome:

The N-Queens Problem Solution project not only solves a complex chess problem but also serves as a testament to the developer's proficiency in algorithmic design, coding expertise, and dedication to delivering efficient solutions.