- is, an edge that
connects a
vertex to itself,
while others call
these pseudographs,
reserving the term
multigraph for the case with no loops. A multidigraph...
-
graphs that
satisfy these constraints by
calling it a
multigraph or
pseudograph. In a
graph with one vertex, all
edges must be loops. Such a
graph is...
- Look up multigraph, multidigraph, or
pseudograph in Wiktionary, the free dictionary. A
multigraph is a
mathematical graph where some
pairs of vertices...
-
defined so as to
disallow multiple edges and loops, a
multigraph or a
pseudograph is
often defined to mean a "graph"
which can have
multiple edges. Multiple...
- and
undirected multigraph permitting loops (sometimes also
undirected pseudograph), respectively. V {\displaystyle V} and E {\displaystyle E} are usually...
- Testament.
Latin and Gr****
writers are
completely silent about this
pseudograph,
although Gr**** and
Latin copies have been found. It was
obviously suggested...
-
directed graph in
which each
vertex has at most one
outgoing edge.
pseudograph A
pseudograph is a
graph or
multigraph that
allows self-loops. quasi-line graph...
- of
undirected graph considered here is
often called a
multigraph or
pseudograph, to
distinguish it from a
simple graph.
Gabow &
Tarjan (1988). Dantzig...
- 『규원사화(揆園史話)』·『단기고사(檀奇古史)』·『환단고기(桓檀古記)』 위서론의 성과와 과제 [Critical
Studies on
Pseudographs Regarding Ancient Korean History]. 동북아역사논총. 55: 263–305.
Retrieved June...
- G{\displaystyle G} can be a
graph or a
pseudograph, it will
usually be the case that H{\displaystyle H} is a
pseudograph. Edge
colorings are
invariant to amalgamation...
