weighted graph

There's a total of 2 articles.

Single Source Shortest Path (SSSP) in a graph → Read more...

Given a weighted graph $G$ with $V$ vertices and $E$ edges where all the weights are non-negative and given a source vertex $s$, the single source shortest path problem consists in finding the distance from $s$ to all the other vertices.


In this article I describe the problem in a weighted and unweighted graph as well as implementations using BFS for unweighted graphs and Dijkstra’s algorithm for weighted graphs using an array and a priority queue.


Introduction to Graph Theory → Read more...

Graph Theory has numerous applications in real life, it can be used in problems found in social networks, transportation networks, the internet, chemistry, computer sciense, electrical networks among others.


In general, any problem that involves relationships between objects can be modeled as a graph.