A Perfect Random Maze generator with given width and height using the "Recursive backtracking" algorithm.
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Updated
Apr 15, 2019 - C#
A Perfect Random Maze generator with given width and height using the "Recursive backtracking" algorithm.
Collection of C# solutions for popular LeetCode Problems
A Unity-based Sudoku puzzle game that features dynamic grid generation, multiple difficulty levels, live timing, and interactive UI elements. Sudoku Challenge offers a challenging and engaging experience for players of all skill levels. Enjoy solving unique puzzles with a clean, modern interface and help us improve by contributing ideas and fixes!
The only sudoku solver you will ever need!
Logical programming tool that works similar to Prolog program. It's goal to simplify and extend prolog features and provide easy integration with mapping tool.
Solving Sudoku as a Constraint Satisfaction Problem (CSP)
A random maze generator. Based on the Recursive Backtracker algorithm. Implemented in C# .NET WPF.
Sudoku Game built using the game engine: Unity. Game has varying difficulties of sudoku puzzles. This game is built for Windows platform.
Implementing CSP with Forward Checking constraint propagation on the example of solving Binary and Futoshiki puzzle
Using backtracking and local search algorithms to solve Sudoku problems.
This repository contains all of my works of Data Structure and Algorithms course
Acompanying project for lectures in algorithms at Faculty of Information Studies
solves a sudoku on your command line using backtracking
Solution of N-Queens problem using backtracking programming
Problem solutions
The championship problem as a NP-complete problem: The application uses an up-to-date soccer league SQLite database to solve the championship problem with different algorithms.
🎲 Sistema para resolução de quebra cabeças Sudoku utilizando backtracking.
💻 Szoftvertervezés és -fejlesztés II. tárgy laborgyakorlatához tartozó forrásállományok.
This repository contains solutions to LeetCode top 150 Interview Questions
Solution of Sudoku using backtracking programming
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