Tugas Kecil 3 IF2211 Strategi Algoritma - Word Ladder Solver using UCS, GBFS, and A*
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Updated
May 6, 2024 - Java
Tugas Kecil 3 IF2211 Strategi Algoritma - Word Ladder Solver using UCS, GBFS, and A*
Fun projects and apps I made to learn about (and play around with!) various algorithms, concepts and technologies!
An artificial intelligence software designed to simulate the character Neo from the matrix movie escaping the matrix under different circumstances
Contains the Programs of Topics study in Artificial Intelligence subject
An application that uses A* algorithm and uniform cost search to solve 8-puzzle.
Práctica de Sistemas Inteligentes ESI UCLM
Two separate A.I. algorithms implementations developed during the Artificial Intelligence course @cse.uoi.gr
Finds the best solution path for a maze using artificial intelligence
🔍 A visualization of pathfinding alogrithms (incorporating Uniform cost search, greedy search, and A* search)
A command line Java program developed for an artificial intelligence college course. It applies the Shortest Path Problem to a graph of fictitious cities. It uses either Best First Search or Uniform Cost Search to provide the shortest path from one city in the graph to another.
Uses UCS and AStar algorithms and PALESTINE map to find the shortest path.
USC 2021 Spring CSCI 561 Artificial Intelligence Score: A-
This is a couple different methods for solving "The Travelling Salesmen Problem"
🔢 N-Puzzle solver built up on A* (with modifications), Greedy and Uniform Cost search algorithms. Available Heuristics are one of Manhattan, Hamming and Euclidean
Project | Artificial Intelligence Tournament
分别基于BFS,Uniform-Cost,A*算法的3D路径检索
A Java program that uses the uniform-cost search algorithm to find the shortest path between two nodes. The program includes a unit test for building an edge (connection) between two nodes, printing out the collection of edges a node has, figuring out the shortest path between two nodes, and printing the nodes in the shortest path discovered.
This program solves 2D maze using various uninformed and informed (heuristic) search strategies.
Saving Westros with searching algorithms.
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