Examples of 'hypergraphs' in a sentence
Meaning of "hypergraphs"
hypergraphs (noun): in mathematics, a hypergraph is a generalization of a graph that allows an edge to connect any number of vertices
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- plural of hypergraph
How to use "hypergraphs" in a sentence
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hypergraphs
Hypergraphs can be characterised by their incidence matrices.
The theorem can also be extended to hypergraphs.
Hypergraphs can be viewed as incidence structures.
We also study coloring of graphs and hypergraphs.
Hypergraphs have many other names.
This approach extends to hypergraphs and relational structures.
Then we link to problems of transversals in hypergraphs.
Discrepancy of hypergraphs is an area of discrepancy theory.
In some cases we encounter digraphs and hypergraphs as well.
Relation to hypergraphs and directed graphs.
Statement for uniform hypergraphs.
Some mixed hypergraphs are uncolorable for any number of colors.
This problem can be overcome by using hypergraphs instead of regular graphs.
Hypergraphs are used to model relations involving an arbitrary number of entities.
A graph grammar is a finite set of rules defining a finite hypergraphs rewrite relation.
See also
The collection of hypergraphs is a category with hypergraph homomorphisms as morphisms.
We propose theoretical results on hypergraph drawing and a preliminary technique to visualize hypergraphs.
Hypergraphs without a large star.
The extension of this concept to the relational structures and hypergraphs remains to be explored.
We thus define binary hypergraphs in order to keep the simplicity specific to decision trees.
There exist though polynomial time algorithms for that problem for dense hypergraphs.
The search engine uses Graph Theory and Hypergraphs to analyze scientific texts in depth.
The Whitney graph theorem can be extended to hypergraphs.
Partitioning of Hypergraphs.
More precisely, we are interested in enumerating minimal transversals in bounded ranked hypergraphs.
This work focuses on closed under intersection totally balanced hypergraphs and their equivalents.
Therefore, hypertrees may be seen as a generalization of the notion of a tree for hypergraphs.
There are differnt types of hypergraphs such as,.
Finally, the third chapter is devoted to another model used to structure abstract data, hypergraphs.
Combinatoires des ensembles finis Hypergraphs.
Abstract, The notion of Laplacian of a graph can be generalized to simplicial complexes and hypergraphs.
In hypergraph theory, it is often natural to require that hypergraphs be k-uniform.
Parallel algorithm, code coupling, partitioning of graphs and hypergraphs.
Abstract, This study has for subject the hypergraphs.
Extensions of the theorem = = The theorem can also be extended to hypergraphs.
Additionally, Ek-Set Splitting equals non-monochromatic graph coloring of k-uniform hypergraphs.
