Definition of Multigraphs. Meaning of Multigraphs. Synonyms of Multigraphs

Here you will find one or more explanations in English for the word Multigraphs. Also in the bottom left of the page several parts of wikipedia pages related to the word Multigraphs and, of course, Multigraphs synonyms and on the right images related to the word Multigraphs.

Definition of Multigraphs

Multigraph
Multigraph Mul"ti*graph, n. [Multi- + -graph.] A combined rotary type-setting and printing machine for office use. The type is transferred semi-automatically by means of keys from a type-supply drum to a printing drum. The printing may be done by means of an inked ribbon to print ``typewritten' letters, or directly from inked type or a stereotype plate, as in a printing press.

Meaning of Multigraphs from wikipedia

- 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...
- A multigraph is a mathematical graph where some pairs of vertices are connected by more than one edge. Multigraph may also refer to: Multigraph (orthography)...
- 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...
- relatively rare. One cl**** that does have both is that of multigraphs. Given two multigraphs G and H, a homomorphism h: G → H consists of two functions...
- differently from multigraphs, and additional care is needed to extend theorems about edge colorings of simple graphs to the multigraph case. A matching...
- A Latin-script multigraph is a multigraph consisting of characters of the Latin script. digraphs (two letters, as ⟨ch⟩ or ⟨ea⟩) trigraphs (three letters...
- much less regular correspondence, and are known as deep orthographies. Multigraphs representing a single phoneme are normally treated as combinations of...
- any edge. A multigraph is a generalization that allows multiple edges adjacent to the same pair of vertices. In some texts, multigraphs are simply called...
- graph is the number of edges that are incident to the vertex, and in a multigraph, loops are counted twice. The degree of a vertex v {\displaystyle v} is...
- multiset). More specifically, these entities are addressed as directed multigraphs (or multidigraphs). On the other hand, the aforementioned definition...
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