Suduku using Backtracking
-
Updated
May 1, 2017 - C++
Suduku using Backtracking
C# application which uses a backtracking algorithm to create team combinations of player objects sorted by their total "team skill."
IT485 Logic of Inference Project on Knight's Tour. A hamiltonian path problem to determine path of knight to travel entire chessboard with every cell visited only once.
The nDame Problem sloved in JavaScript
Algorithm Design and Analysis solutions.
This Repository contains the programming assignment for python course during second year of my undergraduate degree
Sudoku (Generation/Solving/Graph representation) provides the functionalities of generating a solved Sudoku board and representing that solved Sudoku board in the form of a matrix or in a form of a graph.
A maze generator made with Vue and p5.js
An algorithm based approach to find a solution to any solvable Sudoku board. A visual of the starting board and the final solution is also displayed on the user screen.
A sudoku game with a GUI. One of the features is the sudoku solver using the backtracking algorithm.
Data Structure and Algorithm in Cpp
Sudoku solver using the backtracking algorithm with GUI written in python.
create Java solutions to some common Backtracking Problems
Given a string S. The task is to print all permutations of a given string.
sudoku solver GUI visualization, with backtracking recursive algorithm
A gui program, which takes an .png image of a sudoku and solves the maze.
This project is a contribution for CodinGame, a variant of an eight-queens puzzle of a Solo game using the Game Engine Toolkit of CodinGame.
Backtracking can be defined as a general algorithmic technique that considers searching every possible combination in order to solve a computational problem.
Puzzle Pegs TypeScript version
Add a description, image, and links to the backtracking-algorithm topic page so that developers can more easily learn about it.
To associate your repository with the backtracking-algorithm topic, visit your repo's landing page and select "manage topics."