-
allow multigraphs to have loops, that is, an edge that
connects a
vertex to itself,
while others call
these pseudographs,
reserving the term
multigraph for...
- Look up
multigraph, multidigraph, or
pseudograph in Wiktionary, the free dictionary. A
multigraph is a
mathematical graph where some
pairs of vertices...
- {n+1}{2}}\right\rfloor } .
Shannon multigraphs Sh(2) Sh(3) Sh(4) Sh(5) Sh(6) Sh(7)
According to a
theorem of
Shannon (1949),
every multigraph with
maximum degree Δ...
-
differently from
multigraphs, and
additional care is
needed to
extend theorems about edge
colorings of
simple graphs to the
multigraph case. A matching...
- A
multigraph (or pleograph) is a
sequence of
letters that
behaves as a unit and is not the sum of its parts, such as
English ⟨ch⟩ or
French ⟨eau⟩. The...
-
matrix is nn−2,
which is Cayley's formula. Kirchhoff's
theorem holds for
multigraphs as well; the
matrix Q is
modified as follows: The
entry qi,j
equals −m...
- The
following multigraphs are used in the
Cyrillic script. The
palatalized consonants of
Russian and
other languages written as C-⟨ь⟩ are
mostly predictable...
- The
Latin script, also
known as the
Roman script, is a
writing system based on the
letters of the
classical Latin alphabet,
derived from a form of the...
- (1997), "An
analogue of the
Whitney theorem for edge
graphs of
multigraphs, and edge
multigraphs",
Discrete Mathematics and Applications, 7 (3): 287–294, doi:10...
-
called adjacent. A
multigraph is a
generalization that
allows multiple edges to have the same pair of endpoints. In some texts,
multigraphs are
simply called...
