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  1. Copilot Answer
    Undirected multigraph (edges without own identity)

    A multigraph G is an ordered pair G := (V, E) with
    • V a set of vertices or nodes,
    • E a multiset of … See more

    Undirected multigraph (edges with own identity)

    A multigraph G is an ordered triple G := (V, E, r) with
    • V a set of vertices or nodes,
    • E a set of edges or lines,
    • r : E → {{x,y} : x, y ∈ V}, assigning to each edge an unordered pair of endpoint nodes.… See more

    Directed multigraph (edges without own identity)

    A multidigraph is a directed graph which is permitted to have multiple arcs, i.e., arcs with the same source and target nodes. A multidigraph G is an ordered pair G := (V, A) with
    • V … See more

    Directed multigraph (edges with own identity)

    A multidigraph or quiver G is an ordered 4-tuple G := (V, A, s, t) with
    • V a set of vertices or nodes,
    • A a set of edges or lines,
    • , assigning to each edge its source node,… See more

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