Algorithms Course - Graph Theory Tutorial from a Google Engineer

This full course provides a complete introduction to Graph Theory algorithms in computer science. Knowledge of how to create and design excellent algorithms is an essential skill required in becoming a great programmer. You will learn how many important algorithms work. The algorithms are accompanied by working source code in Java to solidify your understanding. 💻 Code: https://github.com/williamfiset/algorithms 🔗 Slides: https://github.com/williamfiset/Algorithms/tree/master/slides/graphtheory 🎥 Course created by William Fiset. Check out his YouTube channel: https://www.youtube.com/channel/UCD8yeTczadqdARzQUp29PJw ❤️ Try interactive Algorithms courses we love, right in your browser: https://scrimba.com/freeCodeCamp-Algorithms (Made possible by a grant from our friends at Scrimba) ⭐️ Course Contents ⭐️ ⌨️ (0:00:00) Graph Theory Introduction ⌨️ (0:13:53) Problems in Graph Theory ⌨️ (0:23:15) Depth First Search Algorithm ⌨️ (0:33:18) Breadth First Search Algorithm ⌨️ (0:40:27) Breadth First Search grid shortest path ⌨️ (0:56:23) Topological Sort Algorithm ⌨️ (1:09:52) Shortest/Longest path on a Directed Acyclic Graph (DAG) ⌨️ (1:19:34) Dijkstra's Shortest Path Algorithm ⌨️ (1:43:17) Dijkstra's Shortest Path Algorithm | Source Code ⌨️ (1:50:47) Bellman Ford Algorithm ⌨️ (2:05:34) Floyd Warshall All Pairs Shortest Path Algorithm ⌨️ (2:20:54) Floyd Warshall All Pairs Shortest Path Algorithm | Source Code ⌨️ (2:29:19) Bridges and Articulation points Algorithm ⌨️ (2:49:01) Bridges and Articulation points source code ⌨️ (2:57:32) Tarjans Strongly Connected Components algorithm ⌨️ (3:13:56) Tarjans Strongly Connected Components algorithm source code ⌨️ (3:20:12) Travelling Salesman Problem | Dynamic Programming ⌨️ (3:39:59) Travelling Salesman Problem source code | Dynamic Programming ⌨️ (3:52:27) Existence of Eulerian Paths and Circuits ⌨️ (4:01:19) Eulerian Path Algorithm ⌨️ (4:15:47) Eulerian Path Algorithm | Source Code ⌨️ (4:23:00) Prim's Minimum Spanning Tree A