digraph -- Constructs a digraph

Synopsis

• Usage:

  G = digraph E

  G = digraph H

  G = digraph (V, E)

  G = digraph (V, A)

  G = digraph A

• Inputs:
  • E, a list, Denotes an edge list (a list of ordered pair lists)
  • V, a list, Denotes a vertex list
  • H, a hash table,
  • A, a matrix, Denotes an adjacency matrix
• Optional inputs:
  • EntryMode (missing documentation) => ..., default value auto,
  • Singletons (missing documentation) => ..., default value null,
• Outputs:
  • G, an instance of the type Digraph,

Description

i1 : G = digraph ({{1,2},{2,1},{3,1}}, EntryMode => "edges")

o1 = Digraph{1 => {2}}
             2 => {1}
             3 => {1}

o1 : Digraph

i2 : G = digraph hashTable{1 => {2}, 3 => {4}, 5 => {6}}

o2 = Digraph{1 => {2}}
             2 => {}
             3 => {4}
             4 => {}
             5 => {6}
             6 => {}

o2 : Digraph

i3 : G = digraph ({{a,{b,c,d,e}}, {b,{d,e}}, {e,{a}}}, EntryMode => "neighbors")

o3 = Digraph{a => {e, b, c, d}}
             b => {e, d}
             c => {}
             d => {}
             e => {a}

o3 : Digraph

i4 : G = digraph ({x,y,z}, matrix {{0,1,1},{0,0,1},{0,1,0}})

o4 = Digraph{x => {y, z}}
             y => {z}
             z => {y}

o4 : Digraph

i5 : G = digraph matrix {{0,1,1},{0,0,1},{0,1,0}}

o5 = Digraph{0 => {1, 2}}
             1 => {2}
             2 => {1}

o5 : Digraph

See also

• graph -- Constructs a simple graph