Introduction to graph theory

Guru Nanak College

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Graph theory
  • College aantekeningen

    Graph theory

  • Graph Theory is a branch of discrete mathematics that studies graphs, which are mathematical structures used to model pairwise relations between objects. A graph is made up of vertices (also called nodes) and edges (lines connecting pairs of vertices). These notes cover fundamental concepts such as types of graphs (e.g., directed, undirected, weighted), graph representations (adjacency matrix, adjacency list), and key topics like connectivity, traversal (BFS, DFS), trees, cycles, shortest paths ...
  • moorthim
    $3.49 Meer Info
Graph theory
  • College aantekeningen

    Graph theory

  • Graph Theory is a branch of discrete mathematics that studies graphs, which are mathematical structures used to model pairwise relations between objects. A graph is made up of vertices (also called nodes) and edges (lines connecting pairs of vertices). These notes cover fundamental concepts such as types of graphs (e.g., directed, undirected, weighted), graph representations (adjacency matrix, adjacency list), and key topics like connectivity, traversal (BFS, DFS), trees, cycles, shortest paths ...
  • moorthim
    $3.49 Meer Info
Graph theory
  • College aantekeningen

    Graph theory

  • Graph Theory is a branch of discrete mathematics that studies graphs, which are mathematical structures used to model pairwise relations between objects. A graph is made up of vertices (also called nodes) and edges (lines connecting pairs of vertices). These notes cover fundamental concepts such as types of graphs (e.g., directed, undirected, weighted), graph representations (adjacency matrix, adjacency list), and key topics like connectivity, traversal (BFS, DFS), trees, cycles, shortest paths ...
  • moorthim
    $3.99 Meer Info
Graph theory with its application
  • College aantekeningen

    Graph theory with its application

  • Graph Theory is a branch of discrete mathematics that studies graphs, which are mathematical structures used to model pairwise relations between objects. A graph is made up of vertices (also called nodes) and edges (lines connecting pairs of vertices). These notes cover fundamental concepts such as types of graphs (e.g., directed, undirected, weighted), graph representations (adjacency matrix, adjacency list), and key topics like connectivity, traversal (BFS, DFS), trees, cycles, shortest paths ...
  • moorthim
    $10.89 Meer Info
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