Examples of 'eulerian' in a sentence
Meaning of "eulerian"
Eulerian (adjective): Relating to the Swiss mathematician Leonhard Euler or his work. This term is used in mathematics and physics to describe mathematical concepts and theories
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- Alternative spelling of Eulerian
- Of or pertaining to Leonhard Euler (1707–1783), pioneering Swiss mathematician and physicist.
How to use "eulerian" in a sentence
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eulerian
Eulerian numbers count certain types of permutations.
National activities using eulerian grid models.
Eulerian reference frame are provided here.
Review of the unified eulerian model.
Eulerian trails and circuits.
Moving from langrangian to eulerian modelling.
Eulerian simulations were run and fit with these experiments.
Finite element methods in an eulerian description of the flow are used.
Eulerian has never stopped evolving and renewing itself.
We finalize by presenting some applications involving graphs that are not necessarily eulerian.
Eulerian cumulated strain definition should be used to get consistent numerical results.
My thesis works were then aiming at identifying theses impacts using eulerian modelling.
We use the concept of eulerian graphs to solve some well known puzzles and games.
The model is written in the Eulerian framework.
A coupling method between eulerian and lagrangian formalisms is proposed in order to close this term.
See also
Any simplicial generalized homology sphere is an Eulerian lattice.
Find an Eulerian tour for this graph.
The goal is to find Eulerian cycles.
Organized by Eulerian for their teams and partners.
This strategy seems to work well if the graph is Eulerian.
Lagrangian and Eulerian descriptions of the flow.
This static position derivative is called the Eulerian derivative.
This is called the Eulerian description in continuum.
A connected graph with even degree has an Eulerian trail.
Construct an Eulerian path in a directed graph.
The property of interest is advected in the Eulerian frame of reference.
The evaluation of the Eulerian model is planned to consist of three elements.
We have also been busy at Eulerian.
The offset logarithmic integral or Eulerian logarithmic integral is defined as.
And we have a very efficient algorithm for finding a Eulerian cycles.
These equations are the Eulerian equations written in conservative form.
Parallels of the golden section and the Eulerian number.
One of its advantages over Eulerian techniques is no need of a numerical grid.
The Eulerian approach has been chosen because it is particularly adapted to parallel computing.
It is said that an observer of an Eulerian model watches the plume go by.
The term Eulerian graph has two common meanings in graph theory.
Other examples of palindromic polynomials include cyclotomic polynomials and Eulerian polynomials.
Such a walk is now called an Eulerian path or Euler walk in his honor.
An Eulerian circuit is a closed walk that uses every edge exactly once.
The liquid is described in a Eulerian space interacting with the barrel walls.
The Eulerian model at present gives significantly larger deposition due to indigenous sources.
The cycle space of a graph is the collection of its Eulerian spanning subgraphs.
Counting the number of Eulerian circuits on undirected graphs is much more difficult.
The importance of transport over long distances is therefore higher in the Eulerian model.
Eulerian An Eulerian path is a walk that uses every edge of a graph exactly once.
Prove that a directed graph that contains an Eulerian cycle is strongly connected.
An Eulerian circuit is a directed closed path which visits each edge exactly once.
The basic idea is similar to that of compression discontinuity in Eulerian shock capturing methods.
Both Eulerian and Lagrangian theory perform a descriptive function in the field of mathematics.
The face cycles of these embeddings generate a proper subset of all Eulerian subgraphs.
