queens-puzzle
There are 56 repositories under queens-puzzle topic.
VanHakobyan/8-queen-chess-problem
:trident: 8 queen, chess , problem
manasesjesus/pthreads
Parallel Computing with Pthreads
razimantv/DancingLinks
Solve games and problems reducible to exact-cover problem using Knuth's Algorithm X with Dancing Links
RC-Dynamics/queens_AI
♛ 🏁 The Queens Puzzle resolved with genetic algorithms.
arhcoder/Eight-Queens-Game
♟ Eight queens game online app with backtracking algorithm to solve it. Chess board on which eight queens must be placed so that they cannot attack each other.
rezamardaniDev/Problem-10-Queens
The task is to arrange 10 queens on a 10x10 chessboard in such a way that none of them can attack the others
sjnam/dlx
Donald Knuth's Algorithm 7.2.2.1M for covering with multiplicities and colors via dancing links
SamRagusa/Evolutionary-Algorithm-Toolkit
Making evolutionary algorithm implementation and execution simple and painless.
YusufBerki/PyEightQueen
A Python project for solving 8 queens problem and visualizing it using OpenCV library.
Carleslc/Puzzles
Different puzzles to think and enjoy programming.
nmiljkovic/nqueens-react
Eight Queens interactive solver, providing step by step play-through for Depth First Search, Hill Climbing and Min Conflict algorithms.
deathnopool/8Queens
8 queens puzzle
raunnieo/nqueen-visualizer
cause queen aren't meant to fight each other.
Abrarulhassan-786/n-Queen-Problem
The solution is [3,1,2,4]. The first queen should be placed in the 1st row 3rd column, the second queen should be placed in 2nd row 1st column, the third queen should be placed in 3rd row 2nd column and finally, the 4rth queen should be placed in 4rth row 4rth column.
ap-atul/NQueens-Problem
NQueen problem solved using Simple Hill and Restart Climbing Heuristic Algorithm
gabrielvbauer/queens-backtracking
Implementação de algoritmo de Backtracking com o problema das rainhas
marcelmaatkamp/picocli-example-choco-solver-queens
picocli example: solve queens puzzle with choco-solver
petersandor/n-queens
:game_die: Calculates possible placements of N queens on NxN board
RebeccaTadesse/LinkedIn-Queens-Solver
Backtracking algorithm to solve LinkedIn's spin on the n-queens puzzle
Strabox/Logics-Programming
Project to 2013/2014 Logic's Programming course of Bachelors Degree in Computer Science and Engineering 2nd Year @ Instituto Superior Técnico WITH @carboned4
SValentyn/Eight-Queens-Puzzle
Implementation of the solution to the famous problem of the eight queens. Swing based application
unixneo/n_queens
Solving the Classic NxN Queens Puzzle with Basic Optimizations
AGolz/The-Ten-Queens
:chess_pawn: A program that displays all possible locations of ten queens on a chessboard
BiancaNCoelho/NQueens-MPI
NQueens puzzle implemented with OpenMP and OpenMPI
cx3576888/queens
My React project to let me play LinkedIn Queens as much as I want :)
nemat-al/Evolutionary_Computing
Tasks for Evolutionary Computing Course @ ITMO University.
v-espitalier/algorithmes-en-rust
Voilà une liste d'algorithmes courants, implémentés en Rust. Peut éventuellement servir pour préparer des cours sur ce langage.
BaseMax/NQueensPromisingC
This is a promising implementation of the n-Queens problem in C. It uses a recursive backtracking algorithm to find all solutions to the n-Queens problem. It is a promising implementation because it uses a heuristic to prune the search tree. The heuristic is to only place a queen in a column if it is not in check with any other queens.
darian-catalin-cucer/n-queens-problem
The N Queens problem is a classic computer science problem that asks how to place N chess queens on an NxN chessboard such that no two queens threaten each other. It's used to study algorithms and artificial intelligence as it requires finding a solution that satisfies multiple constraints and making choices based on previous decisions.
Jkutkut/C-N_Queens_Puzzle
Logic to calculate and visualize all the solutions of the N Queens Problems
kylegilber/queens
A program for solving the "Queens" LinkedIn puzzle game
Nemat-Allah-Aloush/Evolutionary_Computing
Tasks for Evolutionary Computing Course at ITMO University.
rosarioscavo/N-Queens
This project was presented for the Artificial Intelligence course for the academic year 2022/2023. It explores various methods to solve the N-Queens problem, including Random Search, Backtracking, Hill-Climbing, Simulated Annealing, and Genetic Algorithms. Each method is evaluated for its efficiency and effectiveness in finding solutions.