Sentence examples for graphs are studied from inspiring English sources

Phase-matching graphs are studied to find the relationship between resonance wavelength and grating period.

In particular, the relationship between graph structures, graph synthesis and the delay margin associated with the arising graphs are studied.

The resulting acceleration-time graphs are studied to determine the dominant frequencies in the signal.

Then eigenvalues of the resistance-distance matrix of complete multipartite graphs are studied, with emphasis being placed on bounds for the largest and second largest eigenvalues.

The consensus problem with general linear dynamics and undirected graphs is studied in this paper by means of event-triggered control strategies.

In the early 1980's, various constructions of C ∗ -algebras corresponding to directed graphs were studied by Watatani and others (e.g., [100]).

Finally, only one version of the newly created graphs was studied.

The relations between the spectral asymptotics and geometric properties of the underlying graph are studied.

Similarly to spectral graph theory, where the properties of a graph are studied in relationship to its characteristic polynomial and eigenquantities, in this article we have found the relation between the functional connectivity and the spectrum of the underlying structural connectivity.

28 solvents diversely positioned on the Teas graph were studied for their solubility and electrospinnability for making polymethylsilsesquioxane (PMSQ) solutions.

(Because the structural properties of a graph were studied, group behavior and the behavior of an individual were not within the scope of this study).