Examples of using Graph theory in English and their translations into Slovak
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Computer
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Programming
Spectral Graph Theory.
Graph Theory Journals.
Distance(graph theory).
Teaching courses: algebra, algorithmic Graph Theory.
For the concept in graph theory, see Neighbourhood(graph theory).
A very brief introduction to graph theory.
Teaching: algorithmic graph theory, cryptography and safety, theory of information.
Network modeling is based on graph theory.
Spectral graph theory constitutes an important sub-discipline of algebraic graph theory. .
Orientation(graph theory).
The scope of the conference includes all topics related to graph theory.
For the notion of diameter in graph theory, see Distance(graph theory).
Fuzzy sets- uncertainty modelling, mathematical analysis, graph theory.
One of the central topics in graph theory is that of graph coloring.
The network diagrams andnetwork analysis methods are based on the Graph Theory.
This result is considered the first theorem of graph theory, specifically of“planar graph theory”.
His research interests lie in discrete mathematics, particularly Graph Theory.
Algorithmic graph theory, mathematical analysis, modelling and optimisation, unix integrated development environment.
It can be said that the analysis builds on the mathematical graph theory and network analysis methods.
In certain fields of graph theory it is often useful to find a minimum spanning tree of a weighted graph. .
He made important discoveries in fields as diverse as calculus and graph theory.
Mathematics for computer science, algorithmic graph theory, mathematical analysis, modelling and optimisation Ing.
The areas of his research interest include informatics, IS/IT technologies,e-banking, graph theory.
This solution is considered to be the first theorem of graph theory, specifically of planar graph theory.
It is a small graph that serves as a useful example and counterexample for many problems in graph theory.
It turns out that spectral graph theory has found numerous applications, most notably in chemistry where spectra of graphs representing molecules carry information about their energy and hence stability.
He has been recognized for his remarkable achievements in mathematical chemistry,in particular in the chemical applications of graph theory and chemical topology.
He also earned a habilitation degree(DrSc.)from Charles University in 1961 for a thesis in graph theory(relation and regular relation of finite graphs). .
The department is involved in international research cooperation focusing on models of computation, computationalcomplexity, parallel computation, discrete mathematics and graph theory, cryptology and information security, and recently also bioinformatics.