Networks & Matrices (Edexcel A-Level Further Mathematics): Flashcards
📚Flashcards
Practise the cards
10 cards from this deck
ShowHide
Practise the cards
10 cards from this deck
Definition of network in graph theory
Definition of network in graph theory
Graph where edges represent connections; may have weights (distances, costs, capacities)
Adjacency matrix rows/columns
Adjacency matrix rows/columns
Represent vertices
when edge exists (adjacency matrix)
when edge exists (adjacency matrix)
when no edge (adjacency matrix)
when no edge (adjacency matrix)
when edge exists (weighted matrix)
when edge exists (weighted matrix)
Weight of edge between and
when no edge (weighted matrix)
when no edge (weighted matrix)
Symmetry in undirected graph adjacency matrix
Symmetry in undirected graph adjacency matrix
Diagonal zero in adjacency matrix meaning
Diagonal zero in adjacency matrix meaning
No self-loop at that vertex
Drawing network: connect vertices for matrix entries
Drawing network: connect vertices for matrix entries
Non-zero entries
