Examples of 'graphs have' in a sentence
Meaning of "graphs have"
graphs have: Graphical representations or images that depict data or information in a visual format
How to use "graphs have" in a sentence
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graphs have
To determine if two graphs have isomorphism or not.
The graphs have been created with matplotlib.
Many natural families of sparse graphs have bounded expansion.
Most graphs have two or three axes.
It has been conjectured that all such graphs have interval colorings.
The graphs have the answer.
The theoretical and experimental graphs have the same logarithmic scale.
The graphs have different shapes with different vertices.
The degree sequence is a graph invariant so isomorphic graphs have the same degree sequence.
Almost all planar graphs have an exponential number of automorphisms.
Analogous definitions of hypohamiltonicity and hypotraceability for directed graphs have been considered by several authors.
The graphs have the same shape with different vertices.
The convex polyhedra whose graphs are Halin graphs have also been called domes.
Graphs have an auto function that adjusts it to its real size.
Determine if two graphs have isomorphic subgraphs.
See also
Graphs have been presented which give the illu makes analysis more difficult.
Isomorphic bipartite graphs have the same degree sequence.
These graphs have applications in phylogeny, the problem of reconstructing evolutionary trees.
It appears the cartilage graphs have maintained your cheek structure.
These graphs have been proposed as the basis for post-quantum elliptic-curve cryptography.
Random tournaments and random oriented graphs have many Seymour vertices with high probability.
These graphs have been obtained by computer simulation using real voice data.
Consequently, only planar graphs have duals.
Visibility graphs have therefore been extended to the realm of time series analysis.
The filtering parameters offered for these graphs have been standardized,.
Any two subhamiltonian graphs have a simultaneous embedding with at most one bend per edge.
In parallel, several data structures based on pangenome graphs have been developed in recent years.
Quartic graphs have an even number of Hamiltonian decompositions.
Do the spanning forests of two graphs have the same number of edges?
Such graphs have particular structure that we name hub-laminar.
The cubic distance-regular graphs have been completely classified.
Such graphs have concentration on the vertical axis, and net countrate on the horizontal axis.
Among these algorithms, those based on graphs have gained prominence in the area.
Once the graphs have been completed, the teacher will take out the piggybanks already identified.
Every connected graph is an expander ; however, different connected graphs have different expansion parameters.
All Kautz graphs have Eulerian cycles.
Example problems have been updated and numerous new photographs, figures, and graphs have been included.
Both graphs have.
Abstract, In computer science as well as multiple other fields, graphs have become ubiquitous.
Therefore, penny graphs have degeneracy at most three.
The smallest asymmetric non-trivial graphs have 6 vertices.
Do two undirected graphs have the same number of connected components?
Every graph contains at most 3n/3 maximal independent sets, but many graphs have far fewer.
However, other graphs have maximal cliques that are not maximum.
More generally, k-outerplanar graphs have treewidth Ok.
Isomorphic graphs have the same chromatic polynomial, but non-isomorphic graphs can be chromatically equivalent.
Algorithms that compute extractor ( and disperser ) graphs have found many applications in computer science.
Comparability graphs have also been called transitively orientable graphs, partially orderable graphs, and containment graphs.
All 1-vertex-connected cubic well-covered graphs have this form, and all such graphs are planar.
These graphs have two forbidden minors, the diamond graph and the five-vertex friendship graph.
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Examples of using Have
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These documents have been in my family for centuries
Have this done by the customer service only
He could not have chosen a worse time