-
taken to mean "
multidigraph", and the
underlying multidigraph of a
category is
called its
underlying digraph.
Multigraphs and
multidigraphs also support...
-
functor from Cat (the
category of categories) to Quiv (the
category of
multidigraphs). Its left
adjoint is a free
functor which, from a quiver,
makes the...
- multiset).
Sometimes these entities are
called directed multigraphs (or
multidigraphs). On the
other hand, the
aforementioned definition allows a directed...
- nodes.
MultiDiGraphs are
directed graphs that
allow multiple directed edges between the same pair of nodes.
Similar to MultiGraphs,
MultiDiGraphs enable...
- Look up multigraph,
multidigraph, or
pseudograph in Wiktionary, the free dictionary. A
multigraph is a
mathematical graph where some
pairs of vertices...
-
General rose
trees can be
defined via
bisimilarity of
accessible pointed multidigraphs with
appropriate labelling of
nodes and arrows.
These structures are...
- direction. When the
problem calls for a
minimal traversal of a
digraph (or
multidigraph) it is
known as the "New York
Street Sweeper problem." The k-Chinese...
- that
represent values at the
conclusion of
discrete change. A
finite multidigraph ( V , E ) {\displaystyle (V,E)} . The
vertices in V {\displaystyle V}...
