8 Puzzle solver using uninformed and informed search algorithms as DFS, BFS and A*.
The 8-puzzle problem is a puzzle invented and popularized by Noyes Palmer Chapman in the 1870s. It is played on a 3-by-3 grid with 8 square blocks labeled 1 through 8 and a blank square. Your goal is to rearrange the blocks so that they are in order.
🔢 🎮🕹 Implementação dos algoritmos de busca no problema do jogos dos 8 números.
Solving 8-puzzle problem
Finding optimal solution to a given configuration of the 8 puzzle problem
implementation of AI problems in python
The 8-puzzle is a classic problem that involves sliding tiles in a 3x3 grid to match a desired goal configuration. The algorithm explores the shortest path from an initial configuration to the goal state and visualizes the steps involved in solving the puzzle.
8 Puzzle Problem Solver built using reactJs
This code solves the 8 puzzle problem with A star algorithm.
8 tiles puzzle problem is solved using A - Star algorithm in C++ programming language
This is a simple 8-puzzle game solved using different search algorithms (A Star, BFS).
Search algorithms for 8-puzzle problem search problem and traveling salesman optimization problem.
A simple 8-puzzle game made with VueJS
Repository for programming project one under ITCS 6150 Intelligent Systems under Dr. Dewan Ahmad for the fall 2021 semester. The aim is to solve the 8-puzzle problem using an A star search algorithm based on the heuristic function chosen by the user. The programming language chosen for this project is Python 3
The classic 8-Puzzle challenge: Human vs. AI! This project features an AI solver (Best-First Search with Manhattan distance) and a Tkinter GUI that visualizes its steps. A volunteer can initialize the AI solver alongside a human's manual attempt. The "Stop" button allows the volunteer to declare the human the winner if they solve it before the AI.
This repository contains solver to 8 Puzzle Problem using A* algorithm and manhattan distance as heuristics.
8-puzzle implementation in Python using State space search algorithms
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